ଢ඙‫ܖٻ‬έᇢૠྸᅹ‫ܖ‬ỶὅἋἘỵἘἷὊἚ
2 010 ࠰ࡇ෇ѣ‫إ‬ԓ୿⋡ᰴ‫ޣ‬ᚲ㐳޽޿ߐߟ‫̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖ ޤ‬………………………………………… 4ߩ਎⇇‫̖̖̖̖̖̖̖̖̖̖̖̖̖ޠ‬………………………………… … 19
19

12010 ᐕᐲᚲຬ࡮⎇ⓥຬฬ★ …………………………
̖̖̖̖̖̖̖̖̖̖ 522010 ᐕᐲᄖㇱ⾗㊄₪ᓧ⁁ᴫ ………………………
̖̖̖̖̖̖̖̖ 8

Graduate Student in Applied Mathematics

2.1⑼⎇⾌ᣂቇⴚ㗔ၞ⎇ⓥ ̖̖̖̖̖̖̖̖̖
……………………… 8̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖
……………………………………………… 20
20

2.2⑼⎇⾌ၮ⋚⎇ⓥ (S) ̖̖̖̖̖̖̖̖̖̖̖
………………………… 8

4.2 ࠮ࡒ࠽࡯ ̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖
………………………………………… 20
20

2.3⑼⎇⾌ၮ⋚⎇ⓥ (A) ̖̖̖̖̖̖̖̖̖̖̖
………………………… 8

4.2.1 ᣿ᴦᄢቇน឵Ⅳ⺰࠮ࡒ࠽࡯ ………………
̖̖̖̖̖ 2020

2.4⑼⎇⾌ၮ⋚⎇ⓥ (B) ̖̖̖̖̖̖̖̖̖̖̖
………………………… 8

4.2.2 MAS Seminar ……………………………
̖̖̖̖̖̖̖̖̖̖ 23
23

2.5⑼⎇⾌ၮ⋚⎇ⓥ (C) ̖̖̖̖̖̖̖̖̖̖̖
………………………… 9

4.2.3 MEE Seminar ……………………………
̖̖̖̖̖̖̖̖̖̖ 24
24

2.6⑼⎇⾌⪚⧘⎇ⓥ ̖̖ ̖ ̖ ̖ ̖ ̖ ̖ ̖ 111
1……………………………

4.2.4 RDS Seminar ……………………………
̖̖̖̖̖̖̖̖̖̖ 25
25

2.7⑼⎇⾌⧯ᚻ⎇ⓥ (B) ̖̖̖̖̖̖̖̖̖̖
………………………… 11

4.3 ࠪࡦࡐࠫ࠙ࡓ࡮⺣⹤ળ ̖̖̖̖̖̖̖̖̖̖
………………………… 26
26

2.8⑼⎇⾌⧯ᚻ⎇ⓥ㧔ࠬ࠲࡯࠻ࠕ࠶ࡊ㧕̖̖̖̖………… 124.3.1 ‫ޟ‬㕖✢ᒻ㕖ᐔⴧ♽ߩ⃻⽎ᢙℂቇߩ⊒ዷ‫ࡦࠪޠ‬

2.9

JST ᚢ⇛⊛ഃㅧ⎇ⓥផㅴ੐ᬺ࡮࠴࡯ࡓဳ⎇ⓥࡐࠫ࠙ࡓ ̖̖̖̖̖̖̖̖̖̖̖̖
………………………………… 27
27

CREST …………………………………………
̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖ 12
12

4.3.2 ‫ޟ‬㕖✢ᒻᤨ♽೉ߦኻߔࠆ⃻⽎ᢙℂቇߩ⊒ዷ‫ޠ‬

2.10

JST ߐ߈߇ߌ ̖̖̖̖̖̖̖̖̖̖̖̖̖
………………………………… 13ࠪࡦࡐࠫ࠙ࡓ ………………………………
̖̖̖̖̖̖̖̖̖̖̖ 27
27

2.11

᣿ᴦᄢቇ␠ળ⑼ቇ⎇ⓥᚲ ୘ੱ⎇ⓥ ̖̖̖……… 1313

4.3.3 ⃻⽎ᢙℂ⧯ᚻࠪࡦࡐࠫ࠙ࡓ ………………
̖̖̖̖̖ 3030

2.12

᣿ᴦᄢቇ⑼ቇᛛⴚ⎇ⓥᚲ ․೎⎇ⓥ ̖̖̖……… 1313

4.3.4 ⃻⽎ᢙℂ⧯ᚻࡒ࠾ࠪࡦࡐࠫ࠙ࡓ …………
̖̖̖ 3333

2.13

᣿ᴦᄢቇ⑼ቇᛛⴚ⎇ⓥᚲ ㊀ὐ⎇ⓥ ̖̖̖……… 1313

4.3.5 ⃻⽎ᢙℂ⺣⹤ળ ……………………………
̖̖̖̖̖̖̖̖̖̖ 33
33

2.14

⑳┙ᄢቇቇⴚ⎇ⓥ㜞ᐲൻផㅴ੐ᬺ㧔ᄢဳ⎇ⓥ㧕ቇ

4.4 ࡊࡠࠫࠚࠢ࠻♽⑼⋡ ……………………………
̖̖̖̖̖̖̖̖̖̖ 34
34ⴚࡈࡠࡦ࠹ࠖࠕផㅴ੐ᬺ ̖̖̖̖̖̖̖̖
…………………… 14

4.4.1 వ┵ᢙℂ⑼ቇ I ……………………………
̖̖̖̖̖̖̖̖̖̖ 34
34

2.15

⑳ ┙ ᄢቇᚢ⇛⊛ ⎇ ⓥၮ ⋚ᒻᚑ ᡰ េ੐ ᬺ ̖14… 14

4.4.2 వ┵ᢙℂ⑼ቇ II……………………………
̖̖̖̖̖̖̖̖̖̖ 35
35

2.16

⧯ᚻ⎇ⓥ ̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖
……………………………………… 14

4.4.3 Advanced Mathematical Sciences I ̖
… 36

2.17

⃻⽎ᢙℂ⧯ᚻࡊࡠࠫࠚࠢ࠻ ̖̖̖̖̖̖̖
………………… 14

4.4.4 Advanced Mathematical Sciences II ̖
… 36

2.18

MIMS ࡊࡠࠫࠚࠢ࠻ ̖̖̖̖̖̖̖̖̖̖
………………………… 15

4.5 MIMS Ph.D.ࡊࡠࠣ࡜ࡓ‫ޟ‬ඳ჻ቇ૏⺧᳞⺰ᢥ⺑᣿

2.19

ߘߩઁ ̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖
………………………………………… 15

ળ…………………………………………………
̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖ 37373ᶏᄖឭ៤ᯏ㑐 ̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖
………………………………………… 18

4.6 ࠗࡌࡦ࠻ …………………………………………
̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖ 37
37

4

MIMS ߩ 2010 ᐕᐲᵴേႎ๔ ̖̖̖̖̖̖̖̖̖
……………………… 19

4.6.1 ࠃ߁ߎߘ㧍⃻⽎ᢙℂቇߩ਎⇇߳‫ߩ‛↢ޟ‬ᮨ᭽

4.1 ⎇ⓥ㓸ળ࡮ࡢ࡯࡚ࠢࠪ࠶ࡊ╬ …………………
̖̖̖̖̖̖ 1919߆ࠄੱߩ␠ળᵴേ߹ߢ‫̖̖̖̖̖̖ޠ‬……………… 37
37

4.1.1 ╙ 3 ࿁㍲ⷡࡢ࡯࡚ࠢࠪ࠶ࡊ-ᮮᢿ⊛㍲ⷡൻቇ

4.6.2 ࠝ࡯ࡊࡦࠗࡦࠬ࠹ࠖ࠹ࡘ࡯࠻-2011 ᐕᐲ㐿⸳ࠍ߼ߑߒߡ- ………………………………
̖̖̖̖̖̖̖̖̖̖̖ 1919੍ቯᄢቇ㒮࡮వ┵ᢙℂ⑼ቇ⎇ⓥ⑼ ……
̖ 38
38

4.1.5

5

4.1.2 ⃻⽎ᢙℂ⧯ᚻࡊࡠࠫࠚࠢ࠻ ࠮ࡒ࠽࡯‫ޟ‬෻ᔕ

"The 2nd Japan-Taiwan Joint Workshop” for2010 ᐕᐲᚑ ᨐ⊒⴫⁁ᴫ……………………………
̖̖̖̖̖̖̖̖̖ 39
39᜛ᢔ࠴࠶ࡊ㧦ࡂ࡯࠼࠙ࠛࠕ⸳⸘ߩᜰ㊎ߣߘߩ

5.1 ⊒⴫⺰ᢥ࡮⪺ᦠ …………………………………
̖̖̖̖̖̖̖̖̖̖̖̖ 3939ᔕ↪଀‫̖̖̖̖̖̖̖̖̖̖̖̖̖̖ޠ‬…………………………………… 19

5.1.1 ⺰ᢥ㧔ᩏ⺒޽ࠅ㧕 …………………………
̖̖̖̖̖̖̖̖̖ 39
39

4.1.3 International Symposium on Communica-

5.1.2 ⺰ᢥ㧔ᩏ⺒ߥߒ㧕 …………………………
̖̖̖̖̖̖̖̖̖ 54
54

tions and Information Technologies

5.1.3 ⪺ᦠ ̖̖̖̖̖̖̖̖̖̖̖̖̖̖
……………………………………… 58
58

2010(ISCIT2010) ………………………
̖̖̖̖̖̖̖̖ 19
19

5.2 ⻠Ṷ ………………………………………………
̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖ 60
60

4.1.4 ⃻⽎ᢙℂቇ㧦౻ߩቇᩞ‫ޟ‬ᢙቇߩ⌒ߢតࠆ↢๮

5.2.1 ၮ⺞࡮᜗ᓙ⻠Ṷ ̖̖̖̖̖̖̖̖̖
………………………… 60
60

2

2

…………………………………
69
5.2.2 ญ㗡⊒⴫ ̖̖̖̖̖̖̖
̖̖̖̖̖ 69……………………………90
90
5.2.3 ࡐࠬ࠲࡯⊒⴫ ̖̖̖̖̖̖̖̖̖̖
95
5.3 ࡑ ࠬ ࡔ ࠺ ࠖ ࠕ ……………………………………
̖ ̖ ̖ ̖ ̖ ̖ ̖ ̖ ̖ ̖ ̖ ̖ 95
95
5.3.1 ᣂ⡞⸥੐ ……………………………………
̖̖̖̖̖̖̖ ̖̖̖̖̖ 95
97
5.3.2 㔀⹹⸥੐ ……………………………………
̖̖̖̖̖̖̖̖̖̖̖̖̖ 97……………………………………… 101
101
5.3.3 TV ̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖
………………… 103
103
5.4 ࿖㓙ળ⼏࡮⎇ⓥ㓸ળߩਥ௅ ̖̖̖̖̖̖̖
……………………………… 106
106
5.5 ࿖ౝᄖ㓸ਛ⻠⟵ ̖̖̖̖̖̖̖̖̖̖̖̖
108
5.6 ࠕ࠙࠻࡝࡯࠴ …………………………………
̖̖̖̖̖̖̖̖̖̖̖̖ 108
110
5.7 ౒ห⎇ⓥ ………………………………………
̖̖̖̖̖̖̖̖̖̖̖̖̖̖ 110………………………………………… 112
112
5.8 ߘߩઁ ̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖
6116
ฃ⾨ …………………………………………………
̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖̖ 116

71192010 ᐕᐲ Technical report ⊒ⴕ⁁ᴫ ……………
̖̖̖̖̖ 11933‫ޣ‬ᚲ㐳޽޿ߐߟ‫ޤ‬【所長あいさつ】㩷 వ┵ᢙℂ⑼ቇࠗࡦࠬ࠹ࠖ࠹ࡘ࡯࠻ એਅ‫ޟ‬/+/5‫੹ߪ ߁޿ߣޠ‬ᐕߢ㧠ᐕ⋡ߦ౉ࠅ߹ߒߚ‫ޕ‬ᚲຬ‫⎇ޔ‬ⓥຬߩᵴべ߽ᄖㇱ߆ࠄ⹺߼ࠄࠇࠆࠃ߁ߦߥࠅ߹ߒߚ‫⧯ޔߡߒߣ଀ߩߘޕ‬㊁෹৻
㇢ᚲຬߪ ,56 ߐ߈߇ߌ੐ᬺ‫↢ޟ‬๮⃻⽎ߩ㕟ᣂࡕ࠺࡞ߣዷ㐿‫‛↢ޟߡ޿߅ߦޠ‬ㅴൻߩ㧞ᄢ
ℂ⺰ߩ⛔৻⊛ℂ⸃‫᧖ߡߒߘޔ߇ޠ‬ේෘศᚲຬ߇ ,56ࠢ࡟ࠬ࠻‫ޟ‬ᢙቇߣ⻉ಽ㊁ߩᕛ௛ߦࠃࠆࡉ࡟࡯ࠢࠬ࡞࡯ߩត⚝‫▚⸘ޟߡ޿߅ߦޠ‬㍲ⷡቇߩ᭴▽̅㍲ⷞߩᢙℂࡕ࠺࡝ࡦࠣߣߘ
ߩᔕ↪‫߇ޠ‬ណᛯߐࠇ߹ߒߚ‫੹ޕ‬ᓟߩᄢ޿ߥࠆ⊒ዷࠍᦼᓙߒߚ޿ߣᕁ޿߹ߔ‫ޕ‬ ৻ᣇ‫ ޔ‬ᐕߦណᛯߐࠇ߹ߒߚࠣࡠ࡯ࡃ࡞ %1' ࡊࡠࠣ࡜ࡓ‫⽎⃻ޟ‬ᢙℂቇߩᒻᚑߣ⊒ዷ‫ߩޠ‬ዷ㐿ߪ /+/5 ߦߣߞߡ㊀ⷐߥᵴേߢߔ‫ߦࠇߘޕ‬㑐ߒߡߪ‫ޔ‬㧞㧜㧝㧜ᐕᐲࠣࡠ࡯ࡃ
࡞ %1' ࡊࡠࠣ࡜ࡓ⎇ⓥᵴേᦠࠍᤚ㕖ߏⷩਅߐ޿‫ޔ߽ߦઁߩߎޕ‬/+/5ߪᢙℂ⑼ቇߩࠣࡠ
࡯ࡃ࡞ߥ⊒ዷߦะߌߡ‫ޔ‬࿖㓙┹੎ജߩ޽ࠆ⎇ⓥᯏ㑐ࠍ⋡ᜰߒߡᶏᄖߩ⎇ⓥᯏ㑐ߣߩㅪ៤߽ㅴ߼‫⽎⃻ޔ‬ᢙℂቇߦ㑐ߔࠆㅪ៤ࡀ࠶࠻ࡢ࡯ࠢࠍ᭴▽ߒߡ߈ߡ޿߹ߔ‫ޕ‬ /+/5 ߩᵴേߪ⎇ⓥߩઁߦᄢቇ㒮ᢎ⢒߽㊀ⷐߥᩇߢߔ‫ౕޕ‬૕⊛ߦߪ‫ޔ‬ฦ⎇ⓥ⑼ඳ჻ᓟ
ᦼ⺖⒟ߦᮮᢿߔࠆࡊࡠࠫࠚࠢ࠻♽⑼⋡⟲ࠍ⸳⟎ߒߡ޿߹ߔ‫ᧄޕ‬ᐕᐲߪ‫⽎⃻ޔ‬ᢙℂቇߩᔕ↪ߩⷞὐ߆ࠄ‫ޟ‬ᷦṛߣᢙℂ‫ޔޠ‬‫ޟ‬㍲ⷡߣᢙℂ‫ޟߡߒߘޠ‬2CVVGTPU9CXGUCPF/QVKQPKP
$KQNQI[‫=ޔޠ‬+PFWUVTKCN/CVJGOCVKEU#EQWTUGKPUQNXKPITGCNYQTNFRTQDNGOU?
ࠍ㐿⻠⥌ߒ߹ߒߚ‫⽎⃻ޕ‬ᢙℂቇࠍቇ߱ඳ჻ᓟᦼ⺖⒟ቇ↢⢒ᚑߩߚ߼ߦ‫ޔ‬㧞㧜㧜㧥ᐕᐲ߆ࠄ‫ޔ‬/+/52J&ࡊࡠࠣ࡜ࡓ㧔ቯຬ㧡ฬ㧕ࠍታᣉߒߡ߅ࠅ‫ᧄޔ‬ᐕᐲߪ㧢ฬߩቇ↢߇౉ቇߒ߹ߒߚ‫ޕ‬/+/52J&ࡊࡠࠣ࡜ࡓߩ⎇ⓥᜰዉߪ /+/5 ᚲຬ‫⎇ޔ‬ⓥຬ߇࠴࡯ࡓࡈࠛࡠ࡯ߣߥ
ߞߡⴕߥߞߡ޿߹ߔ߇‫ࠍࡓ࡜ࠣࡠࡊߩߎޔ‬ታᣉߔࠆ਄ߢߩ໧㗴ὐߪ‫ޔ‬/+/5 ߪᯏ᭴⋥ዻߩ⎇ⓥᯏ㑐ߢ޽ࠅ‫ޔ‬ᄢቇ㒮⚵❱ߢߪߥ޿ߣ޿߁ߎߣߢ޽ࠅ‫⎇ޔࠄ߆ߣߎߩߘޔ‬ⓥᜰዉߪ໧㗴޽ࠅ߹ߖࠎ߇‫ޔ‬ቇ૏᝼ਈᮭࠍ߽ߞߡ޿ߥ޿ߎߣߢߔ㧚ߒ߆ߒߥ߇ࠄ‫ޔ‬㧞㧜㧝㧝ᐕᐲ߆ࠄหࡊࡠࠣ࡜ࡓࠍ⛮ᛚߔࠆᄢቇ㒮వ┵ᢙℂ⑼ቇ⎇ⓥ⑼⃻⽎ᢙℂቇኾ᡹㧔઒⒓㧕㧔෼ኈቯຬ㧦ඳ჻೨ᦼ⺖⒟㧔㧟㧜ฬ㧕‫ޔ‬ඳ჻ᓟᦼ⺖⒟㧔㧝㧡ฬ㧕㧕߇㐿⸳ߐࠇࠆߎߣߦߥࠅ߹ߒ
ߚ‫ޕ‬/+/52J&ࡊࡠࠣ࡜ࡓߪᒰ⎇ⓥ⑼ߢ⛮ᛚߐࠇࠆߎߣߦߥࠅ‫ޔ‬ᚲຬ‫⎇ޔ‬ⓥຬ߇ᒁ߈⛯߈‫⎇ߡߞߥߣ࡯ࡠࠛࡈࡓ࡯࠴ޔ‬ⓥᜰዉࠍⴕߥ޿߹ߔ‫ޔߡߒ߁ߎޕ‬㜞ᐲߢ᏷ᐢ޿ᢙℂ⑼ቇ
⊛⚛㙃ࠍりߦઃߌ‫␠ޔ‬ળ‫⥄ޔ‬ὼ‫ⶄࠆࠇ⃻ߦ╬‛↢ޔ‬㔀⃻⽎ߩ⸃᣿෸߮⃻⽎ߣᢙℂ⑼ቇߩ
᨞ߌᯅߣߥࠆ‫⽎⃻ޟ‬ᢙℂቇ‫ࠍޠ‬ቇ߮‫⎇ߡߒ┙⥄ޔ‬ⓥᵴേࠍⴕ޿ᓧࠆੱ᧚ࠍᄢቇ㒮⚵❱ߣߒߡ⢒ᚑߔࠆ߇ᦼᓙߐࠇ߹ߔ‫ޕ‬/+/5 ߪᒁ߈⛯߈␠ળߦ⽸₂ߔࠆᢙℂ⑼ቇߩ⊒ዷߣੱ᧚⢒ᚑࠍ⋡ᜰߒߡ‫ߦᦝޔ‬ദജߒߡ޿߈ߚ޿ߣᕁߞߡ޿߹ߔߩߢ‫੹ޔ‬ᓟߣ߽ߏᡰេߩ⒟ࠃࠈߒߊ߅㗿޿⥌ߒ߹ߔ‫ޕ‬ਃ᧛ ᣽ᵏ44‫ޣ‬2010 ᐕᐲᚲຬ࡮⎇ⓥຬฬ★‫ޤ‬1【2009年度 所員・研究員名簿】
‫ޣ‬ㆇ༡ᆔຬળ‫ޤ‬ਃ᧛᣽ᵏ 㧔ᚲ㐳㧕ᓟ⮮྾㇢ 㧔೽ᚲ㐳㧕᧖ේෘศ 㧔೽ᚲ㐳㧕ะᲚ᡽↵ 㧔೽ᚲ㐳㧕⨹Ꮉ ⮍ 㧔ㆇ༡ᆔຬ㧕਄ጊᄢା 㧔ㆇ༡ᆔຬ㧕⍾↰೑৻ 㧔ㆇ༡ᆔຬ㧕᫪ ໪ਯ 㧔ㆇ༡ᆔຬ㧕=?ၮ⋚ᢙℂㇱ㐷 ࡮ᚲຬ
⬿㊁๺ᒾ 㧔᣿ᴦᄢቇᢎ᝼㧕ᓟ⮮྾㇢ 㧔᣿ᴦᄢቇᢎ᝼㧕⍾↰೑৻ 㧔᣿ᴦᄢቇᢎ᝼㧕᫪ᧄᶈሶ 㧔᣿ᴦᄢቇᢎ᝼㧕㒙ේ৻ᔒ 㧔᣿ᴦᄢቇಎᢎ᝼㧕ੑችᐢ๺ 㧔᣿ᴦᄢቇಎᢎ᝼㧕࡮⎇ⓥຬ࡮ቴຬ⎇ⓥຬ  ੹㊁♿㓶 㧔ᮮᵿ࿖┙ᄢቇᢎ᝼㧕ኻ㚍㦖ม 㧔᣿ᴦᄢቇᢎ᝼㧕⷏↰ᐽੑ 㧔ජ⪲ᄢቇ ᢎ᝼㧕ᷰㄝᢘ৻ 㧔ᣣᧄᄢቇᢎ᝼㧕ㇳ ᔘൎ 㧔᷆ᳯᄢቇᢎ᝼㧕ዬ⋧⌀৻㇢㧔ർᶏ㆏ᢎ⢒ᄢቇᢎ⢒ቇㇱᧅᏻᩞಎᢎ᝼㧕᩵↰␭ผ 㧔᣿ᴦᄢቇಎᢎ᝼㧕૒⮮◊ਯ 㧔᣿ᴦᄢቇಎᢎ᝼㧕㜞ᯅ ੫ 㧔ାᎺᄢቇಎᢎ᝼㧕ਛ᧛ᐘ↵ 㧔᣿ᴦᄢቇಎᢎ᝼㧕ᑝἑቬశ 㧔᣿ᴦᄢቇಎᢎ᝼㧕㡞੗␭ੑ 㧔᣿ᴦᄢቇኾછ⻠Ꮷ㧕ᳰ↰ᐘᄥ 㧔᣿ᴦᄢቇ․છ⻠Ꮷ㧕ᣧဈ ᄥ 㧔㣮ఽፉᎿᬺ㜞╬ኾ㐷ቇᩞ⻠Ꮷ㧕
55ᰞ੗⑲ੱ 㧔᣿ᴦᄢቇ౗છ⻠Ꮷ㧕ᄢ㑐৻⑲ 㧔᣿ᴦᄢቇ⎇ⓥផㅴຬ㧕ዊᨋᔀᐔ 㧔᣿ᴦᄢቇ⎇ⓥផㅴຬ㧕᧻ጟ⋥ਯ 㧔᣿ᴦᄢቇ⎇ⓥផㅴຬ㧕ศ↰ዏᒾ 㧔᣿ᴦᄢቇ⎇ⓥផㅴຬ㧕=?⃻⽎ᢙℂㇱ㐷 ࡮ᚲຬ   ⨹Ꮉ ⮍ 㧔᣿ᴦᄢቇᢎ᝼㧕ಿደᱞᤘ 㧔᣿ᴦᄢቇᢎ᝼㧕ᱞየ ታ 㧔᧲੩ᄢቇᢎ᝼㧕₹ᧁਭᄦ 㧔᣿ᴦᄢቇᢎ᝼㧕ᐔጟ๺૫ሶ㧔᣿ᴦᄢቇᢎ᝼㧕ਃ᧛᣽ᵏ 㧔᣿ᴦᄢቇᢎ᝼㧕ะᲚ᡽↵ 㧔᣿ᴦᄢቇᢎ᝼㧕᫪ ໪ਯ 㧔᣿ᴦᄢቇᢎ᝼㧕ጊญਇੑᄦ㧔᣿ᴦᄢቇᢎ᝼㧕ศ᧛⧷ᕶ 㧔᣿ᴦᄢቇᢎ᝼㧕ጟㇱ㕏ᙗ 㧔᣿ᴦᄢቇ․છᢎ᝼㧕ੇ ቁᴦ 㧔᣿ᴦᄢቇಎᢎ᝼㧕਄ጊᄢା 㧔᣿ᴦᄢቇಎᢎ᝼㧕㐳ፉ๺⨃ 㧔᣿ᴦᄢቇಎᢎ᝼㧕
⧯㊁෹৻㇢㧔᣿ᴦᄢቇ․છಎᢎ᝼㧕 ࡮⎇ⓥຬ࡮ቴຬ⎇ⓥຬ   ㆙⮮ື㇢ 㧔᣿ᴦᄢቇᢎ᝼㧕ፉ↰ᓼਃ 㧔᣿ᴦᄢቇᢎ᝼㧕ਛ၂ବਯ 㧔ߪߎߛߡᧂ᧪ᄢቇᢎ᝼㧕᧻ጊ⋥᮸ 㧔᣿ᴦᄢቇᢎ᝼㧕₺ ੩Ⓞ 㧔᣿ᴦᄢቇಎᢎ᝼㧕ጊ᧛⢻㇢ 㧔᣿ᴦᄢቇಎᢎ᝼㧕
ᧃ᧻J.ାᒾ㧔᣿ᴦᄢቇ․છ⻠Ꮷ㧕ਛ᧛๺ᐘ 㧔᣿ᴦᄢቇ․છ⻠Ꮷ㧕⌀ේ ੳ 㧔↥ᬺᛛⴚ✚ว⎇ⓥᚲ㧕භㇱජ↱ 㧔᣿ᴦᄢቇ⎇ⓥផㅴຬ㧕ᧁਅୃ৻ 㧔᣿ᴦᄢቇ⎇ⓥផㅴຬ㧕෹ᨑ᣿଻ 㧔᣿ᴦᄢቇ⎇ⓥផㅴຬ‫᧲ޔ‬੩ᄢቇ․છ⎇ⓥຬ㧕66᳗↰⵨૞ 㧔᣿ᴦᄢቇ⎇ⓥផㅴຬ㧕ਛᯅ ᷤ 㧔᣿ᴦᄢቇ⎇ⓥផㅴຬ㧕⷏᧛ା৻㇢㧔ᐢፉᄢቇ⎇ⓥຬ㧕㊁ᵤ⵨ผ 㧔᣿ᴦᄢቇ⎇ⓥផㅴຬ㧕ၳౝผᦶ 㧔᣿ᴦᄢቇ⎇ⓥផㅴຬ㧕↸↰ᜏ਽ 㧔᣿ᴦᄢቇ⎇ⓥផㅴຬ㧕
Siew Hai-Yen㧔᣿ᴦᄢቇ⎇ⓥផㅴຬ㧕=?వ┵ᢙℂㇱ㐷࡮ᚲຬ
⨲㊁ቢ਽ 㧔ฬฎደᄢቇᢎ᝼㧕ዊᨋ ੫ 㧔ᐢፉᄢቇᢎ᝼㧕ᴛ↰ᐽᰴ 㧔᧲ർᎿᬺᄢቇቇ㐳㧕⷏᫪ ᜏ 㧔ᐢፉᄢቇᢎ᝼㧕᧖ේෘศ 㧔᣿ᴦᄢቇ․છᢎ᝼㧕㜞቟⑲᮸ 㧔࠰࠾࡯ࠦࡦࡇࡘ࡯࠲ࠨࠗࠛࡦࠬ⎇ⓥᚲࠪ࠾ࠕ࡝ࠨ࡯࠴ࡖ࡯㧕ᩊ↰㆐ᄦ 㧔ℂൻቇ⎇ⓥᚲ㧕 ࡮⎇ⓥຬ࡮ቴຬ⎇ⓥຬ   ᩕિ৻㇢ 㧔਻Ꮊᄢቇᢎ᝼㧕⷏ᶆᑇ᡽ 㧔ർᶏ㆏ᄢቇᢎ᝼㧕
ୀ㊁ ඳ 㧔᧲੩ᄢቇᢎ᝼㧕ᩉ↰⧷ੑ 㧔᧲ർᄢቇᢎ᝼㧕⧯⁜ ᔀ 㧔᣿ᴦᄢቇ⎇ⓥផㅴຬ㧕

7

7

年度外部資金獲得状況】
22【2010‫ޣ‬2010 ᐕᐲᄖㇱ⾗㊄₪ᓧ⁁ᴫ‫ޤ‬2.1
科学研究費補助金 ᣂቇⴚ㗔ၞ⎇ⓥ㧔⺖㗴㗔ၞឭ᩺ဳ㧕
新学術領域研究（課題領域提案型）
2.1 ⑼ቇ⎇ⓥ⾌⵬ഥ㊄ٟ⷏ᶆᑇ᡽
ࡋ࠹ࡠߥേ⊛ࡄ࠲࡯ࡦߩᢙℂ⸃ᨆ㧔2009㨪2013 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ࡋ࠹ࡠⶄ㔀ࠪࠬ࠹ࡓߦࠃࠆࠦࡒࡘ࠾ࠤ࡯࡚ࠪࡦℂ⸃ߩߚ߼ߩ␹⚻ᯏ᭴ߩ⸃᣿
㧔2009㨪2013 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪ ᵤ↰৻㇢㧕㧔⎇ⓥಽᜂ⠪㧕2.2
科学研究費補助金 ၮ⋚⎇ⓥ(S)
基盤研究（Ｓ）
2.2 ⑼ቇ⎇ⓥ⾌⵬ഥ㊄ٟਃ᧛᣽ᵏ㕖✢ᒻ㕖ᐔⴧ෻ᔕ᜛ᢔ♽ℂ⺰ߩ⏕┙㧔2006㨪2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ٟ ዊᨋ ੫㕖✢ᒻ㕖ᐔⴧ෻ᔕ᜛ᢔ♽ℂ⺰ߩ⏕┙㧔2006㨪2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪ ਃ᧛᣽ᵏ㧕㧔⎇ⓥಽᜂ⠪㧕ٟ ᩕિ৻㇢
㕖✢ᒻ㕖ᐔⴧ෻ᔕ᜛ᢔ♽ℂ⺰ߩ⏕┙㧔2006㨪2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪ ਃ᧛᣽ᵏ㧕㧔⎇ⓥಽᜂ⠪㧕㕖✢ᒻ⃻⽎⸃᣿ߦะߌߚ⸘▚ᯏេ↪⸃ᨆቇߩ᭴▽㧔2008㨪2011 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪ ਛየలብ㧕㧔⎇ⓥಽᜂ⠪㧕ٟ ⷏ᶆᐽ᡽
㕖✢ᒻ㕖ᐔⴧ෻ᔕ᜛ᢔ♽ℂ⺰ߩ⏕┙㧔2006㨪2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪ ਃ᧛᣽ᵏ㧕㧔⎇ⓥಽᜂ⠪㧕

2.3
科学研究費補助金 ၮ⋚⎇ⓥ(A)
基盤研究（A）
2.3 ⑼ቇ⎇ⓥ⾌⵬ഥ㊄ٟᩉ↰⧷ੑ
㕖✢ᒻ᡼‛ဳ߅ࠃ߮ᬦ౞ဳᣇ⒟ᑼߩቯᕈℂ⺰ߩᣂዷ㐿㧔2007㨪2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕2.4
科学研究費補助金 ၮ⋚⎇ⓥ(B)
基盤研究（B）
2.4 ⑼ቇ⎇ⓥ⾌⵬ഥ㊄ٟ ⍾↰೑৻

88㔌ᢔ⸃ᨆᐞ૗ቇߩ⊒ዷߣᔕ↪㧔2009㨪2011 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ٟ 㒙ේ৻ᔒ
㔌ᢔ⸃ᨆᐞ૗ቇߩ⊒ዷߣᔕ↪㧔2009㨪2011 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪ ⍾↰೑৻㧕㧔౒ห⎇ⓥ⠪㧕ٟ ਛ၂ବਯ

ᤨ㑆⸥ᙘ⢻ߩ♽⛔ㅴൻߦኻߔࠆታ㛎⊛⹏ଔߣ㕖✢ᒻേജቇ᭴ㅧ㧔2008 ᐕ㨪2012ᐕ㧕㧔⎇ⓥ⠪ઍ⴫⠪㧕↢‛ߦ߅ߌࠆ᭴ㅧᒻᚑߣᖱႎߦ㑐ߔࠆᢙℂ⊛⎇ⓥ㧔2007㨪2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪ዊᨋ ੫㧕㧔⎇ⓥಽᜂ⠪㧕ٟዊᨋ ੫↢‛ߦ߅ߌࠆ᭴ㅧᒻᚑߣᖱႎߦ㑐ߔࠆᢙℂ⊛⎇ⓥ㧔2007㨪2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ٟ⨲㊁ቢ਽
ㅪ⚿㓏ጀࠪࡒࡘ࡟࡯࡚ࠪࡦߢតࠆࡑ࡞࠴ࡈࠖࠫ࠶ࠢࠬ࡮ࡊ࡜࠭ࡑ࠳ࠗ࠽ࡒࠢࠬ
㧔2007㨪2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ٟ᧖ේෘศ
ᤨ㑆ᄌൻࠍ઻߁ⓨ㑆ߦ߅ߌࠆࡠࡃࠬ࠻ᐞ૗⸘▚ࠕ࡞ࠧ࡝࠭ࡓߩ᭴▽㧔2007㨪2011 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ࡀ࠶࠻ࡢ࡯ࠢⓨ㑆ߦ߅ߌࠆ⛔⸘⊛ⓨ㑆ಽᨆߩ૕♽⊛ߥᣇᴺ‫▚ޔ‬ᴺ‫ޔ‬㆏ౕ▫ߩ㐿⊒⎇ⓥ
㧔2007㨪2011 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪ ጟㇱ◊ⴕ㧕㧔⎇ⓥಽᜂ⠪㧕ٟ ⷏ᶆᑇ᡽
ᢔㅺ♽ቅ┙ᵄߩ⋧੕૞↪ℂ⺰ߩᣂዷ㐿㧔2009㨪2012 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ࡈࠚࠗ࠭ࡈࠖ࡯࡞࠼ᴺࠍၮὐߣߒߚᢙℂ⸃ᨆߩዷ㐿㧔2009㨪2012 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪ ೑ᩮᎹศᑝ㧕㧔⎇ⓥಽᜂ⠪㧕

2.5 ⑼ቇ⎇ⓥ⾌⵬ഥ㊄2.5
科学研究費補助金 ၮ⋚⎇ⓥ(C)
基盤研究（C）
ٟ⬿㊁๺ᒾ
‫ޟ‬㔌ᢔ⊛ߥ࿃ሶ㘃⟲ࠍ߽ߟዪᚲⅣߣࡇࠞ࡯࡞ᢙߩ⎇ⓥ‫ޠ‬㧔2009 ᐕ㨪2011 ᐕᐲ㧕

99㧔⎇ⓥઍ⴫⠪㧕ٟ ੑችᐢ๺
෻ᔕ᜛ᢔ♽ߩ⸃ߩᄢၞ⊛᜼േߣ㕖✢ᒻᕈߩಽ㘃㧔2008㨪2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕᛽⽎⊛ߥઍᢙࠍេ↪ߒߚ஍ᓸಽᣇ⒟ᑼ♽ߩ⎇ⓥ㧔2007 ᐕᐲ㨪2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫
⠪᧻ᧄ๺৻㇢㧕 ⎇ⓥಽᜂ⠪ ቢోᬦ౞Ⓧಽࠍ฽߻⿥⿧ᣇ⒟ᑼߦᏫ⌕ߐࠇࠆᓸಽᣇ⒟ᑼߣᄢၞ⊛⸃᭴ㅧ㧔2009 ᐕᐲ
㨪2011 ᐕᐲ㧕 ⎇ⓥઍ⴫⠪྾࠷⼱᥏ੑ 㧔⎇ⓥಽᜂ⠪㧕ٟ ੹㊁♿㓶
ⶄ㔀ࡀ࠶࠻ࡢ࡯ࠢ਄ߩ⏕₸࡮㊂ሶࡕ࠺࡞ߩ⎇ⓥ㧔2009㨪2011 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ٟ⷏↰ᐽੑ
j - ㊀ⶄᐲߩ⸘▚ߣߘߩᔕ↪㧔2007㨪2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ٟ ᄢ㑐৻⑲
น឵Ⅳ⺰㧦㕖ࠦ࡯ࠛࡦࡑࠦ࡯࡟ࠗⅣ⸃ᨆߩⷞὐ߆ࠄ(2010 ᐕ 4 ᦬㨪2013 ᐕ 3 ᦬) 㧔⎇ⓥઍ⴫⠪ ᓟ⮮྾㇢㧕㧔⎇ⓥಽᜂ⠪㧕ٟ ศ↰ዏᒾ
㧠ᰴరࠬࡇࡦᄙ᭽૕ߣࠥ࡯ࠫℂ⺰㧔2008㨪2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪ ੉⼱ᐘ↢㧕㧔⎇ⓥಽᜂ⠪㧕ٟ⨹Ꮉ ⮍
ᐕ㦂ᄌൻࠍ઻߁㗻↹௝ࠍኻ⽎ߣߒߚੱ‛⹺⸽ߦ㑐ߔࠆ⎇ⓥ㧔2010 ᐕ㨪2011 ᐕᐲ㧕
㧔⎇
ⓥઍ⴫⠪㧕
ٟ₹ᧁਭᄦ
ᐔ㕙ࠣ࡜ࡈߩಽᨑಽഀࠕ࡞ࠧ࡝࠭ࡓߩࠃࠅᐢ޿ࠢ࡜ࠬ߳ߩ᜛ᒛ㧔2008㨪2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕

1010ٟᐔጟ๺૫ሶ
ࡑ࡞࠴ࡊࡠ࡯ࡉဳ㗼ᓸ⿥㖸ᵄᾖ኿ࠪࠬ࠹ࡓߩ㐿⊒㧔2008㨪2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ٟੇ ቁᴦ
࡝ࠬࠢࡊ࡟ࡒࠕࡓಽ⸃ߦࠃࠆᛩ⾗ⴕേߣᩣଔᄌേߩ࿃ᨐ㑐ଥߦ㑐ߔࠆ⎇ⓥ㧔2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ٟ㐳ፉ๺⨃⥄ὼⅣႺਅߦ߅ߌࠆᶏᐩࡔ࠲ࡦࡂࠗ࠼࡟࡯࠻ߩᚑ㐳Ⲣ⸃ㅦᐲߦ㑐ߔࠆታ㛎⊛⎇ⓥ
㧔2009㨪2011 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ٟ₺ ੩Ⓞਇേ↥⾗↥ଔᩰࡕ࠺࡞ߩ᭴▽ 2010㨪2011 ᐕᐲ 㧔⎇ⓥઍ⴫⠪㧕ٟၳౝผᦶ
ዊⷙᮨ᳃᦭ᨋߦ߅ߌࠆ዁᧪ߩᜂ޿ᚻ௝㧔2008㨪2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪ ᫪㊁⌀ℂ㧕㧔⎇ⓥಽᜂ⠪㧕ٟ⷏᫪ ᜏࠁࠄ߉ߣᄙ᭽ᕈࠍ฽߻㓸࿅ߩ࠳ࠗ࠽ࡒࠢࠬߣᯏ⢻㧔2010㨪2011 ᐕᐲ㧕 ⎇ⓥઍ⴫⠪ 

2.6 ⑼ቇ⎇ⓥ⾌⵬ഥ㊄2.6
科学研究費補助金 ᜸ᚢ⊛⪚⧘⎇ⓥ
挑戦的萌芽研究ٟ ੑችᐢ๺ᄙᰴరⓨ㑆ߦ߅ߌࠆ෻ᔕ᜛ᢔᣇ⒟ᑼߩోၞ⸃ߩ․ᓽઃߌߣሽ࿷ℂ⺰ߩ᭴▽
2009㨪2011 ᐕᐲ⎇ⓥઍ⴫⠪᫪↰ༀਭ 㧔⎇ⓥಽᜂ⠪㧕ٟ ᩕિ৻㇢
ಽጘὐㄭறߦ߅ߌࠆ⇇㕙ᣇ⒟ᑼߣߘߩᔕ↪㧔2009㨪2011 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ٟ ᩉ↰⧷ੑ
㕖✢ᒻ⊒ዷᣇ⒟ᑼߦ߅ߌࠆേ⊛․⇣ὐߩ⸃ᨆ㧔2010㨪2012 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕

2.7 ⑼ቇ⎇ⓥ⾌⵬ഥ㊄2.7
科学研究費補助金 ⧯ᚻ⎇ⓥ(B)
若手研究（B)ٟ 㜞ᯅ ੫ࠧ࡟ࡦࠪࡘ࠲ࠗࡦዪᚲⅣ਄ߩࠦ࡯ࠛࡦࡑࠦ࡯࡟࡯ട⟲ߩ⎇ⓥ, 㧔2010 ᐕ㨪2012 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕1111ٟ ᣧဈ ᄥዪᚲⅣ਄ߩᏉ♽ട⟲ߩ㊀ⶄᐲߩၮ␆ℂ⺰᭴▽㧔2010㨪2011 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ٟ ᄢ㑐৻⑲ࡅ࡞ࡌ࡞࠻ವᢙߦࠃࠆน឵Ⅳ⺰㧔2010㨪2011 ᐕᐲ㧕⎇ⓥઍ⴫⠪㧕ٟ ศ↰ዏᒾ
࠺ࠖ࡜࠶ࠢဳ૞↪⚛ߩᜰᢙߩዪᚲൻߣ․⇣࡜ࠣ࡜ࡦࠫࡘࡈࠔࠗࡃ࡯᧤㧔2010㨪2011ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ٟ ⧯㊁෹৻㇢
ESS ㆬᛯߦ߅޿ߡ᦭㒢㓸࿅ലᨐߣⓨ㑆᭴ㅧലᨐߩߤߜࠄ߇ᡰ㈩⊛߆ 㧔2008㨪2010ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ٟ෹ᨑ᣿଻㍲ⷞ⃻⽎ࠍᔕ↪ߒߚᷦṛ✭๺߳ߩᢙℂ⊛ࠕࡊࡠ࡯࠴ 2010㨪2011 ᐕᐲ 㧔⎇ⓥઍ⴫⠪㧕ٟ ၳౝผᦶ
ㇺᏒㄘጊ᧛੤ᵹߢࠃߘ⠪ߣ૑᳃߇౒หߔࠆ᧦ઙ㧔2009㨪2011 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕

2.8 ⑼ቇ⎇ⓥ⾌⵬ഥ㊄2.8
科学研究費補助金 ⧯ᚻ⎇ⓥ㧔ࠬ࠲࡯࠻ࠕ࠶ࡊ㧕
若手研究（スタートアップ )ٟ ᳰ↰ᐘᄥ
Ά὾ㆊ⒟ߦ⃻ࠇࠆ㕖৻᭽ߥⓨ㑆ࡄ࠲࡯ࡦߩᢙℂ⊛⎇ⓥ㧔2009㨪2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕

2.9 ⑼ቇᛛⴚᝄ⥝ᯏ᭴
2.9
科学技術振興機構 ᚢ⇛⊛ഃㅧ⎇ⓥផㅴ੐ᬺ࡮࠴࡯ࡓဳ⎇ⓥ
戦略的創造研究推進事業・チーム型研究CREST
CRESTٟ ਛ၂ବਯ
䇸ᢙቇ䈫⻉ಽ㊁䈱ද௛䈮䉋䉎䊑䊧䊷䉪䉴䊦䊷䈱ត⚝䇹㪄↢‛ࡠࠦࡕ࡯࡚ࠪࡦߦቇ߱ᄢ⥄↱ᐲࠪࠬ࠹ࡓ೙ᓮߩᣂዷ㐿䋨2008䌾2013ᐕ䋩䋨⎇ⓥઍ⴫⠪㩷 ዊᨋ੫䋩䋨⎇ⓥಽᜂ⠪䋩㩷ٟ ዊᨋ ੫䇸ᢙቇ䈫⻉ಽ㊁䈱ද௛䈮䉋䉎䊑䊧䊷䉪䉴䊦䊷䈱ត⚝䇹㪄↢‛ࡠࠦࡕ࡯࡚ࠪࡦߦቇ߱ᄢ⥄↱ᐲࠪࠬ࠹ࡓ೙ᓮߩᣂዷ㐿䋨2008䌾2013 ᐕ䋩䋨⎇ⓥઍ⴫⠪䋩㩷1212ٟ᧖ේෘศ
䇸ᢙቇ䈫⻉ಽ㊁䈱ද௛䈮䉋䉎䊑䊧䊷䉪䉴䊦䊷䈱ត⚝䇹㪄⸘▚㍲ⷡቇߩ᭴▽ --- ㍲ⷞߩᢙℂࡕ࠺࡝ࡦࠣߣߘߩᔕ↪㧔2010㨪2015 ᐕ㧕㧔⎇ⓥઍ⴫⠪㧕ٟ෹ᨑ᣿଻
䇸ᢙቇ䈫⻉ಽ㊁䈱ද௛䈮䉋䉎䊑䊧䊷䉪䉴䊦䊷䈱ត⚝䇹㪄⸘▚㍲ⷡቇߩ᭴▽ --- ㍲ⷞߩᢙℂࡕ࠺࡝ࡦࠣߣߘߩᔕ↪㧔2010㨪2015 ᐕ㧕㧔⎇ⓥઍ⴫⠪ ᧖ේෘศ㧕㧔⎇ⓥಽᜂ⠪㧕ٟᩊ↰㆐ᄦ
⚦⢩ߦ߅ߌࠆ⏕₸⊛ಽሶᖱႎಣℂߩࠁࠄ߉⸃ᨆ㧔2007㨪2012 ᐕ㧕㧔⎇ⓥઍ⴫⠪਄↰᣽ብ㧕㧔⎇ⓥಽᜂ⠪㧕

2.10科学技術振興機構⑼ቇᛛⴚᝄ⥝ᯏ᭴さきがけ
ߐ߈߇ߌ
2.10
ٟ ⧯㊁෹৻㇢
‫↢ޟ‬๮⃻⽎ߩ㕟ᣂࡕ࠺࡞ߣዷ㐿‫ޠ‬㪄↢‛ㅴൻߦ߅ߌࠆ㧞ᄢℂ⺰ߩ⛔৻⊛ℂ⸃㧔2009 ᐕ㨪2014 ᐕ㧕㧔⎇ⓥઍ⴫⠪㧕ٟ ᩊ↰㆐ᄦ
⚦⢩⤑-⚦⢩⾰⚿ว෻ᔕ♽ߦࠃࠆ⚦⢩ᖱႎಣℂߩേ૞ේℂߩ⸃᣿㧔2007 ᐕ㨪2012 ᐕ㧕㧔⎇ⓥઍ⴫⠪㧕

2.11
2.11明治大学社会科学研究所
᣿ᴦᄢቇ␠ળ⑼ቇ⎇ⓥᚲ個人研究୘ੱ⎇ⓥ
ٟ ੇ ቁᴦ
ା↪࡝ࠬࠢߩផ⸘ߣડᬺଔ୯⹏ଔߦ㑐ߔࠆ⎇ⓥ㧔⎇ⓥઍ⴫⠪㧕ٟ ₺ ੩Ⓞ
ᵹേᕈ࡝ࠬࠢࡊ࡟ࡒࠕࡓߦ㑐ߔࠆ⎇ⓥ㧔⎇ⓥઍ⴫⠪㧕

2.12明治大学科学技術研究所
᣿ᴦᄢቇ⑼ቇᛛⴚ⎇ⓥᚲ特別研究
․೎⎇ⓥ
2.12
ٟ ₹ᧁਭᄦ
ࠕ࡞ࠧ࡝࠭ࡓߩ⸳⸘ߣᢎ⢒ߦ㑐ߔࠆ⎇ⓥ㧔⎇ⓥઍ⴫⠪㧕

2.13
2.13明治大学科学技術研究所
᣿ᴦᄢቇ⑼ቇᛛⴚ⎇ⓥᚲ重点研究㊀ὐ⎇ⓥٟศ᧛⧷ᕶ
㊄ዻౝ൮Ⱞ⊕⾰ࠍ೑↪ߒߚߴࠎᲫࡈࠖ࡜ࡔࡦ࠻ߩᒢᕈ₸⸘᷹㧔2009 ᐕ㨪2011 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕13
13

⑳┙ᄢቇቇⴚ⎇ⓥ㜞ᐲൻផㅴ੐ᬺ㧔ᄢဳ⎇ⓥ㧕ቇⴚࡈࡠࡦ࠹ࠖࠕផㅴ੐ᬺ
2.14私立大学学術研究高度化推進事業（大型研究）学術フロンティア推進事業
2.14
ٟ ᐔጟ๺૫ሶ
㜞ᐲవㅴක≮ࠍᡰេߔࠆࡂࠗࡄࡈࠜ࡯ࡑࡦࠬࡃࠗࠝࡑ࠹࡝ࠕ࡞ߩഃ⵾ߣߘߩක≮↪
࠺ࡃࠗࠬߣߒߡߩᔕ↪
㧔⎇ⓥઍ⴫⠪ ⋧Ỉ቞ ศ᧛ᩕᕶ 㧕㧔⎇ⓥಽᜂ⠪㧕

2.15私立大学戦略的研究基盤形成支援事業⑳┙ᄢቇᚢ⇛⊛⎇ⓥၮ⋚ᒻᚑᡰេ੐ᬺ
2.15
ٟ ศ᧛⧷ᕶ
ᯏ⢻⊛࠽ࡁ᭴ㅧ૕ߩഃᚑߣᔕ↪㧔2009 ᐕ㨪2013 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕

2.16若手研究⧯ᚻ⎇ⓥ
2.16
ٟ ᧻ጟ⋥ਯ
1 ᰴరዪᚲⅣౝߩ╙৻ Hilbert ଥᢙߩ᜼േ⸃ᨆ㧔2010~2011 ᐕ㧕㧔⎇ⓥઍ⴫⠪㧕

2.17現象数理若手プロジェクト⃻⽎ᢙℂ⧯ᚻࡊࡠࠫࠚࠢ࠻
2.17
ٟ ᳰ↰ᐘᄥ
⟤๧ߒ޿ࠦ࡯ࡅ࡯ߩ౉ࠇᣇߩᢙℂ㧙ࠦ࡯ࡅ࡯᛽಴ߦ߅ߌࠆᾲḡߩ᷷ᐲ㧘ᶐㅘߘߒߡᵹ
ㅦ㧙2010 ᐕᐲ㧔⎇ⓥઍ⴫⠪㧕ٟ භㇱජ↱
ᗵᨴ∝ߩᢙℂࡕ࠺࡞⎇ⓥ 2010 ᐕᐲ㧔⎇ⓥઍ⴫⠪㧕ٟ ᧁਅୃ৻
⟤๧ߒ޿ࠦ࡯ࡅ࡯ߩ౉ࠇᣇߩᢙℂ㧙ࠦ࡯ࡅ࡯᛽಴ߦ߅ߌࠆᾲḡߩ᷷ᐲ㧘ᶐㅘߘߒߡᵹ
ㅦ㧙2010 ᐕᐲ㧔⎇ⓥઍ⴫⠪㧦ᳰ↰ᐘᄥ㧕㧔⎇ⓥಽᜂ⠪㧕ٟ ෹ᨑ᣿଻
ੱߩㅌ಴ⴕേߣ㓚ኂ‛ߩᦨㆡൻ 2010 ᐕᐲ㧔⎇ⓥઍ⴫⠪㧕⟤๧ߒ޿ࠦ࡯ࡅ࡯ߩ౉ࠇᣇߩᢙℂ㧙ࠦ࡯ࡅ࡯᛽಴ߦ߅ߌࠆᾲḡߩ᷷ᐲ㧘ᶐㅘߘߒߡᵹ
ㅦ㧙2010 ᐕᐲ 㧔⎇ⓥઍ⴫⠪㧦ᳰ↰ᐘᄥ㧕㧔⎇ⓥಽᜂ⠪㧕ٟ ਛᯅ ᷤኅᣖ೙ߩㅴൻߩ⃻⽎ᢙℂቇ―2010 ᐕᐲ㧔⎇ⓥઍ⴫⠪㧕1414

ٟ ㊁ᵤ⵨ผ
෻ᔕ᜛ᢔ♽ߩ⥄Ꮖ⚵❱ൻᯏ᭴ࠍ೑↪ߒߚࡔ࠶ࠪࡘ↢ᚑᚻᴺߩ㐿⊒ 2010 ᐕᐲ 㧔⎇ⓥઍ⴫⠪㧕ٟ ၳౝผᦶ
ኅᣖ೙ߩㅴൻߩ⃻⽎ᢙℂቇ―2010 ᐕᐲ 㧔⎇ⓥઍ⴫⠪ ਛᯅᷤ㧕㧔⎇ⓥಽᜂ⠪㧕ٟ ↸↰ᜏ਽
ኅᣖ೙ߩㅴൻߩ⃻⽎ᢙℂቇ―2010 ᐕᐲ 㧔⎇ⓥઍ⴫⠪ ਛᯅᷤ㧕㧔⎇ⓥಽᜂ⠪㧕ٟ Siew Hai Yen
On the properties of semi-parametric estimation for modulated renewal processes
2010 ᐕᐲ㧔⎇ⓥઍ⴫⠪㧕

2.18
MIMSࡊࡠࠫࠚࠢ࠻
プロジェクト2.18 MIMSٟ ࿖ௌߩࡊ࡜ࠗࠪࡦࠣࡕ࠺࡞ߣࠗ࡯࡞࠼ࠞ࡯ࡉߩዉ಴
㧔⎇ⓥઍ⴫⠪ ಿደᱞᤘ㧕㧔౒ห⎇ⓥຬ ₺ ੩Ⓞ, ࿯੗⧷৻㧕ٟ㍲ⷡߩᢙℂࡕ࠺࡝ࡦࠣࠍਛᔃߣߔࠆ㍲ⷡ⎇ⓥ᜚ὐ૞ࠅ㧔⎇ⓥઍ⴫⠪ ᧖ේෘศ㧕㧔౒ห⎇ⓥຬ ᣂ੗ੳਯ, ർጟᤘ૫, ਃ᧛᣽ᵏ, ችਅ⧐᣿, ෹ᨑ᣿଻, ጊญ ᵏ㧕ٟ ⚻ᷣ‛ℂቇߦၮߠߊ㊄Ⲣᤨ♽೉ߩนⷞൻ
㧔⎇ⓥઍ⴫⠪ 㜞቟⑲᮸㧕㧔౒ห⎇ⓥຬ દ⮮㓉ᢅ, 㜞቟⟤૒ሶ, ਛ᧛๺ᐘ㧕ٟ ᣂߚߥࡕ࠺࡝ࡦࠣߩὑߩ෻ᔕ᜛ᢔ♽ߩ⸃᭴ㅧߦߟ޿ߡߩ⎇ⓥ
㧔⎇ⓥઍ⴫⠪ ੑችᐢ๺㧕㧔౒ห⎇ⓥຬ ਄ጊᄢା, ਅ᪯᣽ᒾ, ⧯⁜ ᔀ㧕

2.19
その他
2.19 ߘߩઁٟ⬿㊁๺ᒾ
ᐔᚑ 22 ᐕᐲᄢቇ㒮౒ห⎇ⓥ, ‫ޟ‬᳗↰੍ᗐߣࠗ࠺ࠕ࡞ߩ symbolic power ߩ⎇ⓥ‫ޠ‬1515ٟ 㜞ᯅ ੫
ᐔᚑ 22 ᐕᐲᣣᧄቇⴚᝄ⥝ળᶏᄖ․೎⎇ⓥຬṛ࿷⾌࡮⎇ⓥᵴേ⾌, ࠧ࡟ࡦࠪࡘ࠲ࠗࡦ
ዪᚲⅣߩ⴫⃻⺰ 2011 ᐕ 2 ᦬ 22 ᣣ㨪2013 ᐕ 2 ᦬ 21 ᣣٟ ศ↰ዏᒾ
ᣣᧄቇⴚᝄ⥝ળ ੑ࿖㑆੤ᵹ੐ᬺ ౒ห⎇ⓥ࡮࠮ࡒ࠽࡯㧘2010 ᐕᐲޯ2011 ᐕᐲ㧔⎇ⓥઍ⴫⠪㧦ᨓ↰ᐙ਽㧕㧔⎇ⓥදജ⠪㧕᣿ᴦᄢቇవ┵ᢙℂ⑼ቇࠗࡦࠬ࠹ࠖ࠹ࡘ࡯࠻࡮⎇ⓥᵴേ⾌, Dirac ဳ૞↪⚛ߩᜰᢙߩዪᚲൻߩ⎇ⓥ 㧔2010 ᐕᐲ㧕㧔⎇ⓥઍ⴫⠪㧕ٟะᲚ᡽↵
቟ోቇ⎇ⓥᚲ㧔⎇ⓥઍ⴫⠪㧕ٟ᫪ ໪ਯ
ⶄ㔀ࡀ࠶࠻ࡢ࡯ࠢ⎇ⓥᚲ㧔⎇ⓥઍ⴫⠪㧕ٟ ਛ၂ବਯ
Australian Research Council (ARC) Discovery Project Modelling and simulationof self-organized behaviour in biological and bio-inspired systems 䋨2011ᐕ䌾2015ᐕ䋩䋨⎇ⓥઍ⴫⠪ Bernd Meyer, Barry Hughes䋩䋨⎇ⓥಽᜂ⠪䋩
Human Frontier Science Program Grant (France) Optimization in Natural
System: ants, bees and slime moulds 䋨2007 ᐕ䌾2010 ᐕ䋩 䋨⎇ⓥઍ⴫⠪ Prof. David
Sumpter䋩㩷 䋨⎇ⓥಽᜂ⠪䋩ٟ භㇱජ↱
ᣣᵩ࠾࿖㑆੤ᵹ੐ᬺ౒ห⎇ⓥ࠮ࡒ࠽࡯ ᧚ᢱ⎕უߩ੍᷹߅ࠃ߮೙ᓮߦ㑐ߔࠆၮ␆⎇ⓥ
㧔Simulation study on breakdown of materials㧕
㧔2009 ᐕ㨪2011 ᐕ㧕㧔⎇ⓥઍ⴫⠪ દ⮮િᵏ㧕㧔⎇ⓥಽᜂ⠪㧕ٟ ᧻ጊ⋥᮸
ડᬺฃ⸤⎇ⓥ㧔⛮⛯㧕, 2010.4㨪2011.3, ⚻ᷣଔ୯ࡌ࡯ࠬ㧭㧸㧹ߦ㑐ߔࠆᢙℂ⊛⎇ⓥ

1616ٟ ᩕિ৻㇢
JSPS ࿖㓙⎇ⓥ㓸ળ‫ޟ‬஍ᓸಽᣇ⒟ᑼߦ߅ߌࠆ㕖✢ᒻ࠳ࠗ࠽ࡒࠢࠬ: Nonlinear
dynamics in partial differential equations‫ޠ‬2011 ᐕ 9 ᦬ 12 ᣣ㧔᦬㧕 -21 ᣣ㧔᳓㧕1717

33【海外提携機関】‫ޣ‬ᶏᄖឭ៤ᯏ㑐‫ޤ‬
⹥ᒰߥߒ

18

18

の20102009ᐕᐲᵴേႎ๔‫ޤ‬
年度活動報告】44【MIMS‫ޣ‬MIMS ߩ
4.1
研究集会・ワークショップ等
4.1 ⎇ⓥ㓸ળ࡮ࡢ࡯࡚ࠢࠪ࠶ࡊ╬4.1.1 ╙4.1.1
第 33 ࿁㍲ⷡࡢ࡯࡚ࠢࠪ࠶ࡊ̆ᮮᢿ⊛㍲ⷡ⑼ቇࠍ߼ߑߒߡ̆
回錯覚ワークショップ―横断的錯覚科学をめざして―ᣣᤨ㧦㧥᦬㧝㧟ᣣ਎⹤ੱ㧦᧖ේෘศ㧔᣿ᴦᄢቇ㧕‫ޟ‬㍲ⷡࠦࡦ࠹ࠬ࠻਎⇇ᄢળෳᚢႎ๔‫ޠ‬⻠Ꮷ㧦᧖ේ ෘศ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬ਥⷰ⦡㍲ⷞߦࠃࠆ⦡ⷡࡔࠞ࠾࠭ࡓߩ⎇ⓥ‫ޠ‬⻠Ꮷ㧦⑔↰ ₵ฬ ᳁㧔᧲੩ᄢቇ㧕‫ߣࠬࠢ࠶࠼࡜ࡄޟ‬㍲ⷡ‫ޠ‬⻠Ꮷ㧦દ⮮ ᄢ㓶 ᳁㧔੩ㇺᄢቇ㧕‫ޟ‬ᶖᄬ㍲ⷞߣ⍮ⷡ⊛ࡈࠖ࡝ࡦࠣࠗࡦ‫ޠ‬⻠Ꮷ㧦⯗ ᖘਭ ᳁㧔┙๮㙚ᄢቇ㧕‫ޟ‬㍲ⷡߣࠕ࠾ࡔ࠷࡯࡝࠭ࡓ‫ޠ‬⻠Ꮷ㧦ศ↰ ᱜ㜞 ᳁㧔᧲ർ⧓ⴚᎿ⑼ᄢቇ㧕‫ޟ‬㍲ⷡߣ࠺ࠖࠫ࠲࡞ࠛࠬ࠹‫ޠ‬⻠Ꮷ㧦⨹Ꮉ ⮍ ᳁㧔᣿ᴦᄢቇ㧕

4.1.2
現象数理若手プロジェクト
4.1.2 ⃻⽎ᢙℂ⧯ᚻࡊࡠࠫࠚࠢ࠻
セミナー「反応拡散チップ：ハードウェア設計の指針とその応用例」
࠮ࡒ࠽࡯‫ޟ‬෻ᔕ᜛ᢔ࠴࠶ࡊ㧦ࡂ࡯࠼࠙ࠚࠕ⸳⸘ߩᜰ㊎ߣߘߩᔕ↪଀‫ޠ‬ᣣᤨ㧦㧝㧜᦬㧝㧢ᣣ⎇ⓥઍ⴫⠪㧦㊁ᵤ⵨ผ㧔᣿ᴦᄢቇ㧕㧘⧯ᚻ౒ห⎇ⓥ⠪㧦ጊญ዁ᄢ㧔᣿ᴦᄢቇ㧕㧘ࠕ࠼ࡃࠗࠩ࡯㧦਄ጊᄢା㧔᣿ᴦᄢቇ㧕‫ޟ‬෻ᔕ᜛ᢔ࠴࠶ࡊ㧦ࡂ࡯࠼࠙ࠚࠕ⸳⸘ߩᜰ㊎ߣߘߩᔕ↪଀‫ޠ‬⻠Ꮷ㧦ᵻ੗ ື਽ ᳁㧔ർᶏ㆏ᄢቇ㧕

4.1.3
InternationalSymposium
Symposium on
on Communications
Communications andInformation Technologies
Technologies
4.1.3 Internationaland Information20102010 (ISCIT(ISCIT 2010)2010)ᣣᤨ㧦㧝㧜᦬㧞㧢ᣣ㨪㧞㧥ᣣਥ௅㧦᣿ᴦᄢቇ

4.1.4
現象数理学：冬の学校「数学の眼で探る生命の世界」
4.1.4 ⃻⽎ᢙℂቇ㧦౻ߩቇᩞ‫ޟ‬ᢙቇߩ⌒ߢតࠆ↢๮ߩ਎⇇‫ޠ‬ᣣᤨ㧦㧝᦬㧝㧤ᣣ㨪㧞㧜ᣣ⚵❱ᆔຬ㧦ਃ᧛᣽ᵏ㧔᣿ᴦᄢቇ㧕㧘ୀ㊁ඳ㧔᧲੩ᄢቇ㧕㧘਄ጊᄢା㧔᣿ᴦᄢቇ㧕㧘ᄹ⦟1919శ♿㧔᧲੩ᄢቇ㧕㧘᧘⡛ᨋ㧔᧲੩ᄢቇ㧕‫ޟ‬㔚᳇↢ℂቇߩᢙℂ‫ޠ‬⻠Ꮷ㧦᫪ ᵗ৻㇢ ᳁㧔ࡒࡀ࠰࠲ᄢቇ㧕‫⚦ޟ‬⢩↢‛ቇߣജቇ♽㧦Waddington’s epigenetic landscape ౣ⸰‫ޠ‬⻠Ꮷ㧦ਛ᧛ ⋥ବ ᳁㧔᧲੩ᄢቇ㧕‫ޟ‬Flagellated Swimming: Theory and Observation‫ޠ‬⻠Ꮷ㧦Eamonn Gaffney ᳁㧔ࠝ࠶ࠢࠬࡈࠜ࡯࠼ᄢቇ㧕‫‛↢↢⊒ޟ‬ቇ߳ߩᢙℂ⊛ࠕࡊࡠ࡯࠴‫ޠ‬⻠Ꮷ㧦᫪ਅ ༑ᒄ ᳁㧔਻Ꮊᄢቇ㧕‫⚦ޟ‬⢩ߩᖱႎಣℂ‫ޠ‬⻠Ꮷ㧦ᩊ↰ ㆐ᄦ ᳁㧔ℂൻቇ⎇ⓥᚲ㧕nd Japan-Taiwan Joint Workshop” for Graduate Student in Applied
4.1.5“The“The 2nd
4.1.5
Japan-Taiwan Joint Workshop”for Graduate Student in Applied

Mathematics
Mathematics
ᣣᤨ㧦㧞᦬㧞㧡ᣣ㨪㧞㧣ᣣ
Place㧦Meiji University, Ikuta Campus, Build 2 Annex A Room A205
Organizers㧦Jong-Shenq Guo (Tamkang University), Hirokazu Ninomiya (Meiji
University), Kota Ikeda (Meiji University), Shu-ichi Kinoshita (Meiji
University), Masahiko Shimojo (Meiji University)

4.2
セミナー
4.2 ࠮ࡒ࠽࡯
4.2.1 ᣿ᴦᄢቇน឵Ⅳ⺰࠮ࡒ࠽࡯
4.2.1
明治大学可換環論セミナー਎⹤ੱ㧦ᓟ⮮྾㇢㧔᣿ᴦᄢቇ㧕[1] ‫⺰ޟ‬ᢥ⚫੺㧦 Simis-Ulrich-Vasconcelos C-M Rees algebra & degrees of polynomial
relations‫ޠ‬ᣣᤨ㧦㧠᦬㧝㧜ᣣ⻠Ꮷ㧦㡞੗ ␭ੑ ᳁㧔᣿ᴦᄢቇ㧕[2] ‫ޟ‬The canonical module of cox ring‫ޠ‬ᣣᤨ㧦㧠᦬㧞㧠ᣣ⻠Ꮷ㧦⬿㊁ ๺ᒾ ᳁㧔᣿ᴦᄢቇ㧕[3] ‫ޟ‬Huneke ߩ್ቯᴺࠍዋߒᡷ⦟ߒߚ⚿ᨐߩ⚫੺‫ޠ‬ᣣᤨ㧦㧡᦬㧝ᣣ⻠Ꮷ㧦⷏↰ ᐽੑ ᳁㧔ජ⪲ᄢቇ㧕[4] ‫ޟ‬Homological degree ߣ e_q(A) ߩ⹏ଔ‫ޠ‬ᣣᤨ㧦㧡᦬㧤ᣣ⻠Ꮷ㧦ᓟ⮮ ྾㇢ ᳁㧔᣿ᴦᄢቇ㧕
20

20

[5] ‫ޟ‬Almost Cohen-Macaulay Algebra ߦߟ޿ߡ‫ޠ‬ᣣᤨ㧦㧡᦬㧝㧡ᣣ⻠Ꮷ㧦ਅర ᢙ㚍 ᳁㧔᣿ᴦᄢቇ㧕[6] ‫ޟ‬Tropisms and irreducibility of algebroid curves‫ޠ‬ᣣᤨ㧦㧡᦬㧞㧞ᣣ⻠Ꮷ㧦ᷦ↰ ᢘผ ᳁㧔਻Ꮊᄢቇ㧕[7] ‫ޟ‬A variant of Wang’s theorem‫ޠ‬ᣣᤨ㧦㧢᦬㧝㧥ᣣ⻠Ꮷ㧦ᷰㄝ ᢘ৻ ᳁㧔ᣣᧄᄢቇ㧕[8] ‫ޟ‬Multi-section ring ߩ class group ߣ canonical module‫ޠ‬ᣣᤨ㧦㧢᦬㧞㧢ᣣ⻠Ꮷ㧦⬿㊁ ๺ᒾ ᳁㧔᣿ᴦᄢቇ㧕[9] ‫ޟ‬Minh-Truong ߩ⺰ᢥ⚫੺‫ޠ‬ᣣᤨ㧦㧣᦬㧝㧜ᣣ⻠Ꮷ㧦ਛ᧛ ᐘ↵ ᳁㧔᣿ᴦᄢቇ㧕[10]‫⥄ޟ‬᣿ߢߥ޿᜛ᄢ㐽ㇱಽ࿤ࠍ߽ߟⅣ‫ޠ‬ᣣᤨ㧦㧣᦬㧞㧠ᣣ⻠Ꮷ㧦㜞ᯅ ੫ ᳁㧔ାᎺᄢቇ㧕[11]‫ޟ‬A^4 ߢߩ ideal ߩ symbolic Rees algebra ߩ Noether ᕈߦ㑐ߒߡ‫ޠ‬ᣣᤨ㧦㧣᦬㧟㧝ᣣ⻠Ꮷ㧦ਅ↰ ଻ඳ ᳁㧔ർ㉿ᄢቇ㧕
[12]‫ޟ‬Elias-Valla ߩ╬ᑼߩ৻⥸ൻߦߟ޿ߡ‫ޠ‬ᣣᤨ㧦㧤᦬㧞㧝ᣣ⻠Ꮷ㧦ᄢ㑐 ৻⑲ ᳁㧔᣿ᴦᄢቇ㧕[13]‫ޟ‬Strooker - Stucrad , S.P.Dutta ߩ⺰ᢥ⚫੺‫ޠ‬ᣣᤨ㧦㧤᦬㧞㧤ᣣ⻠Ꮷ㧦Ꮉፒ ஜ ᳁㧔㚂ㇺᄢቇ᧲੩㧕[14]‫ޟ‬Colini-Nin-Elias ߩ⚿ᨐߦߟ޿ߡ PartΤ‫ޠ‬ᣣᤨ㧦㧥᦬㧝㧤ᣣ⻠Ꮷ㧦ᣧဈ ᄥ ᳁㧔㣮ఽፉᎿᬺ㜞╬ኾ㐷ቇᩞ㧕
[15]‫ޟ‬Elias-Valla ߩ╬ᑼࠍḩߚߔࠗ࠺ࠕ࡞ߩ㓐઻ᰴᢙⅣߩ Buchsbaum ᕈߦߟ޿ߡ‫ޠ‬ᣣᤨ㧦㧝㧜᦬㧞ᣣ⻠Ꮷ㧦ᄢ㑐 ৻⑲ ᳁㧔᣿ᴦᄢቇ㧕[16]‫ޟ‬Huneke Lyubeznik ߩቯℂߩ᜛ᒛߣᔕ↪‫ޠ‬ᣣᤨ㧦㧝㧜᦬㧥ᣣ⻠Ꮷ㧦ਃౝ 㗼⟵ ᳁㧔᧲੩ᄢቇ㧕
21

21

[17]‫ޟ‬ዪᚲⅣ(R,m,k)਄ߩ Bertini ဳቯℂߩቯᑼൻߣ⸽᣿‫ޠ‬ᣣᤨ㧦㧝㧜᦬㧟㧜ᣣ⻠Ꮷ㧦ਅర ᢙ㚍 ᳁㧔᣿ᴦᄢቇ㧕[18]‫ޟ‬Uniform bounds for sequentially generalized Cohen-Macaulay modules‫ޠ‬ᣣᤨ㧦㧝㧝᦬㧝㧟ᣣ⻠Ꮷ㧦H.L.Truong ᳁[19]‫ޟ‬Terai - Truong ߩ⺰ᢥ⚫੺‫ޠ‬ᣣᤨ㧦㧝㧝᦬㧞㧜ᣣ⻠Ꮷ㧦ਛ᧛ ᐘ↵ ᳁㧔᣿ᴦᄢቇ㧕[20]‫ޟ‬acyclic complex ߩᄌᒻ‫ޠ‬ᣣᤨ㧦㧝㧝᦬㧞㧣ᣣ⻠Ꮷ㧦⷏↰ ᐽੑ ᳁㧔ජ⪲ᄢቇ㧕
[21]‫ޟ‬Almost Gorenstein rings‫ޠ‬ᣣᤨ㧦㧝㧞᦬㧠ᣣ⻠Ꮷ㧦ᓟ⮮ ྾㇢ ᳁㧔᣿ᴦᄢቇ㧕[22]‫ޟ‬S.P.Dutta - P.Griffith ߩ⺰ᢥ⚫੺‫ޠ‬ᣣᤨ㧦㧝2 ᦬㧞㧡ᣣ⻠Ꮷ㧦Ꮉፒ ஜ ᳁㧔㚂ㇺᄢቇ᧲੩㧕[23]‫ޟ‬acyclic complex ߩᄌᒻߣ symbolic power ߩ⸘▚‫ޠ‬ᣣᤨ㧦㧝᦬㧝㧡ᣣ⻠Ꮷ㧦⷏↰ ᐽੑ ᳁㧔ජ⪲ᄢቇ㧕
[24]‫ޟ‬Space monomial curve ߩ symbolic power ߩ⸘▚‫ޠ‬ᣣᤨ㧦㧝᦬㧞㧞ᣣ⻠Ꮷ㧦⬿㊁ ๺ᒾ ᳁㧔᣿ᴦᄢቇ㧕[25]‫ޟ‬Fano ᄙ᭽૕ߩ semi ample ߦࠃࠆ section ring ߦߟ޿ߡ‫ޠ‬ᣣᤨ㧦㧞᦬㧞㧢ᣣ⻠Ꮷ㧦ਃౝ 㗼⟵ ᳁㧔᧲੩ᄢቇ㧕[26]‫ޟ‬Matteo Varbaro ߩ⺰ᢥ⚫੺‫ޠ‬ᣣᤨ㧦㧟᦬㧡ᣣ   ⻠Ꮷ㧦ਛ᧛ ᐘ↵ ᳁㧔᣿ᴦᄢቇ㧕[27]‫ޟ‬Hilbert ⚖ᢙߦߟ޿ߡ‫ޠ‬ᣣᤨ㧦㧟᦬㧝㧥ᣣ⻠Ꮷ㧦ᄢ㑐 ৻⑲ ᳁㧔᣿ᴦᄢቇ㧕[28]‫ޟ‬Hilbert series ߩኻ⒓ᕈߦߟ޿ߡ‫ޠ‬ᣣᤨ㧦㧟᦬㧞㧢ᣣ⻠Ꮷ㧦㡞੗ ␭ੑ ᳁㧔᣿ᴦᄢቇ㧕22

22

4.2.2 MAS
4.2.2
MAS Seminar
SeminarOrganizers㧦M. Mimura (Meiji Univ.), D. Ueyama (Meiji Univ.), Y. Wakano (Meiji
Univ.), K. Ikeda (Meiji Univ.), S. Kinoshita (Meiji Univ.)[1] ‫ޟ‬Characteristics finite element schemes for flow problems‫ޠ‬ᣣᤨ㧦㧠᦬㧝㧟ᣣ⻠Ꮷ㧦Hirofumi Notsu ᳁ (Meiji Univ.)[2] ‫ޟ‬The limit theorems for a time-dependent discrete-time quantum walk on the time‫ޠ‬ᣣᤨ㧦㧠᦬㧞㧣ᣣ⻠Ꮷ㧦Takuya Machida ᳁ (Meiji Univ.)[3] ‫ޟ‬Pattern formation in autocatalytic proliferation systems‫ޠ‬ᣣᤨ㧦㧡᦬㧝㧟ᣣ⻠Ꮷ㧦Kenta Odagiri ᳁ (Ochanomizu Univ.)[4] ‫ޟ‬Noise Inhomogeneitywithin Biological Modeling‫ޠ‬ᣣᤨ㧦㧡᦬㧞㧣ᣣ⻠Ꮷ㧦Yoshihiko Hasegawa ᳁ (The Univ. of Tokyo)[5] ‫ޟ‬Issues on coupled oscillator networks: feedback engineering of synchronizationand dependence of temporal precision on network structure‫ޠ‬ᣣᤨ㧦㧢᦬㧝㧜ᣣ⻠Ꮷ㧦Hiroshi Kori ᳁ (Ochanomizu Univ.)[6] ‫ޟ‬Mathematical models in biosignals‫ޠ‬ᣣᤨ㧦㧢᦬㧞㧠ᣣ⻠Ꮷ㧦Hiroki Takada ᳁ (Fukui Univ.)[7] ‫ޟ‬Strategies for Chemotaxis of Amoeboid Cells‫ޠ‬ᣣᤨ㧦㧣᦬㧤ᣣ⻠Ꮷ㧦Shin I. Nishimura ᳁ (Hiroshima Univ.)[8] ‫ޟ‬The generalized ‫̄ݐ‬distribution on the circle‫ޠ‬ᣣᤨ㧦㧣᦬㧞㧞ᣣ⻠Ꮷ㧦Hai-Yen Siew ᳁ (Meiji Univ.)[9] ‫ޟ‬Turing patterns in network-organized activator-inhibitor systems‫ޠ‬ᣣᤨ㧦㧥᦬㧞㧣ᣣ⻠Ꮷ㧦Hiroya Nakao ᳁ (Kyoto Univ.)[10]‫ޟ‬Fluctuation theorem applied to bio-motors‫ޠ‬ᣣᤨ㧦㧝㧜᦬㧝㧠ᣣ⻠Ꮷ㧦Kumiko Hayashi ᳁ (Osaka Univ.)[11]‫ޟ‬Molecular number smallness induced slow nonstationary fluctuations in catalytic
reaction networks‫ޠ‬2323ᣣᤨ㧦㧝㧝᦬㧝㧡ᣣ⻠Ꮷ㧦Akinori Awazu ᳁ (Hiroshima Univ.)[12]‫ޟ‬Statistics of collective human behaviors observed in blog entries‫ޠ‬ᣣᤨ㧦㧝㧝᦬㧝㧡ᣣ⻠Ꮷ㧦Yukie Sano ᳁ (Nihon Univ.)[13]‫ޟ‬Design of optimal entrainment of a weakly forced oscillator‫ޠ‬ᣣᤨ㧦㧝㧞᦬㧞ᣣ⻠Ꮷ㧦Hisa-Aki Tanaka ᳁ (UEC)[14]‫ޟ‬Amoeba-based Neurocomputing: Spatio-Temporal Dynamics for Overall
Optimization in Resource Allocation and Decision Making‫ޠ‬ᣣᤨ㧦㧝㧞᦬㧞㧜ᣣ⻠Ꮷ㧦Masashi Aono ᳁ (RIKEN)[15]‫ޟ‬Different Contexts in Teaching Mathematical Modelling and Applications toEngineering Students: Students’ Attitudes and Difficulties‫ޠ‬ᣣᤨ㧦㧝᦬㧞㧢ᣣ⻠Ꮷ㧦Sergiy Klymchuk ᳁ (Auckland University of Technology, New Zealand)[16] ‫ޟ‬A nonlinear parabolic-hyperbolic PDE model for contact inhibition of cell-growth‫ޠ‬ᣣᤨ㧦㧝᦬㧞㧢ᣣ⻠Ꮷ㧦Danielle Hilhorst ᳁ (CNRS and University Paris-Sud 11)[17]‫ޟ‬Numeircal studies of droplet impacting splashing‫ޠ‬ᣣᤨ㧦㧞᦬㧝㧜ᣣ⻠Ꮷ㧦Kensuke Yokoi ᳁ (Cardiff University, UK)[18]‫ޟ‬A Markov process for circular data‫ޠ‬ᣣᤨ㧦㧞᦬㧞㧠ᣣ⻠Ꮷ㧦Shogo Kato ᳁ (The Institute of Statistical Mathematics)

4.2.3 MEE
4.2.3
MEE Seminar
Seminar਎⹤ੱ㧦J.Y. Wakano (Meiji Univ.), W. Nakahashi (Meiji Univ.)[1] ‫ޟ‬Modeling dynamics of plant RNA viral population in a host plant‫ޠ‬ᣣᤨ㧦㧡᦬㧝㧝ᣣ⻠Ꮷ㧦Shuhei Miyashita ᳁ (The University of Tokyo)[2] ‫ޟ‬Mathematical model of bone remodeling based on antagonistic adaptability‫ޠ‬㩷ᣣᤨ㧦㧡᦬㧝㧤ᣣ⻠Ꮷ㧦Masahiro Yamaguchi ᳁ (Meiji University)[3] ‫ޟ‬Theoretical prediction of optimal intracellular kinetics for information extraction
from noisy environmental signal‫ޠ‬2424ᣣᤨ㧦㧡᦬㧞㧡ᣣ⻠Ꮷ㧦Tetsuya J. Kobayashi ᳁ (The University of Tokyo)[4] ‫ޟ‬The Optimal Control of Growth Process under Environmental Stochasticity‫ޠ‬ᣣᤨ㧦㧢᦬㧝ᣣ⻠Ꮷ㧦Ryo Oizumi ᳁ (Hokkaido University)[5] ‫ޟ‬Generating Functional Analysis on Asymmetric Random Replicators‫ޠ‬ᣣᤨ㧦㧢᦬㧤ᣣ⻠Ꮷ㧦Yoshimi Yoshino ᳁ (The University of Tokyo)[6] ‫ޟ‬A mathematical model of Liesegang type precipitation and its simulations‫ޠ‬ᣣᤨ㧦㧢᦬㧝㧡ᣣ⻠Ꮷ㧦Daishin Ueyama ᳁ (Meiji University)[7] ‫ޟ‬Cooperation and cheating in an asexual ant society‫ޠ‬ᣣᤨ㧦㧢᦬㧞㧞ᣣ⻠Ꮷ㧦Shigeto Dobata ᳁ (University of the Ryukyus)[8] ‫ޟ‬Group selection and group adaptation‫ޠ‬ᣣᤨ㧦㧥᦬㧞㧝ᣣ⻠Ꮷ㧦Andy Gardner ᳁ (University of oxford)[9] ‫ޟ‬Photophysiological responses and the structure are the key to the success odvegetation in Antarctic lakes‫ޠ‬ᣣᤨ㧦㧞᦬㧤ᣣ⻠Ꮷ㧦Yukiko Tanabe ᳁ (National Institute of Polar Research)[10] 㨬SINGLE PHYTOPLANKTON SPECIES GROWTH WITH LIGHT AND
ADVECTIONIN A WATER COLUMN - Joint work with Yuan Lou -㨭
GCOE colloquium ౒௅ᣣᤨ㧦㧟᦬㧞㧠ᣣ㧔᧲ᣣᧄᄢ㔡ἴߦࠃࠅ㐿௅ਛᱛ㧕⻠Ꮷ㧦Sze-Bi Hsu ᳁㧔࿖┙ᷡ⪇ᄢቇ㧕

4.2.4
RDS ࠮ࡒ࠽࡯
セミナー
4.2.4 RDS⚵❱ᆔຬ㧦ੑችᐢ๺㧔᣿ᴦᄢቇ㧕㧘⧯⁜ᔀ㧔᣿ᴦᄢቇ㧕㧘ਅ᪯᣽ᒾ㧔᣿ᴦᄢቇ㧕㧘⼱ญ㓷ᴦ㧔᧲੩Ꮏᬺᄢቇ㧕㧘ਛ᧛ஜ৻㧔㔚᳇ㅢାᄢቇ㧕[1] ‫ޟ‬On the best constant of the Cafferelli-Kohn-Nirenberg inequality in boundeddomains‫ޠ‬ᣣᤨ㧦㧠᦬㧡ᣣ⻠Ꮷ㧦Chang-Shou Lin ᳁ (National Taiwan University)[2] ‫ޟ‬Droplet phases in non-local Ginzbuurg-Landau models with Coulomb repulsion in
two dimension‫ޠ‬
25

25

ᣣᤨ㧦㧠᦬㧞㧝ᣣ
⻠Ꮷ㧦Cyrill Muratov ᳁ (New Jersey Institute of Technology)[3] ‫ޟ‬Existence of patterns for semilinear parabolic equations on surface of revolution‫ޠ‬ᣣᤨ㧦㧡᦬㧝㧜ᣣ⻠Ꮷ㧦Fabio Punzo ᳁ (Universita di Rome “La Sapienza”)[4] ‫ޟ‬On a reaction-diffusion model for tumor growth with contact-inhibition‫ޠ‬ᣣᤨ㧦㧡᦬㧝㧣ᣣ⻠Ꮷ㧦⧯⁜ ᔀ ᳁㧔᣿ᴦᄢቇ㧕[5] ‫ޟ‬Traveling wave solution of a lattice dynamical system with convolution typenonlinearity‫ޠ‬ᣣᤨ㧦㧢᦬㧣ᣣ⻠Ꮷ㧦Jong-Shenq Guo ᳁ (National Taiwan Normal University)[6] ‫ ࠆ޽ޟ‬3 ᚑಽ෻ᔕ᜛ᢔ♽ߩ㜞ㅦ෻ᔕᭂ㒢‫ޠ‬ᣣᤨ㧦㧣᦬㧡ᣣ⻠Ꮷ㧦᧛Ꮉ ⑲᮸ ᳁㧔ንጊᄢቇ㧕[7] ‫ޟ‬᭽‫ߥޘ‬ᐔ㕙ౝߩ⇇㕙ㆇേߦߟ޿ߡ‫ޠ‬ᣣᤨ㧦㧤᦬㧞㧡ᣣ⻠Ꮷ㧦⍫ፒ ᚑବ ᳁㧔ችፒᄢቇ㧕[8] ‫࡮‛↢ޟ‬ή↢‛ߦ߅ߌࠆ㓸࿅ㆇേ‫ޠ‬ᣣᤨ㧦㧝㧜᦬㧝ᣣ⻠Ꮷ㧦ᧃ᧻ J. ାᒾ ᳁㧔᣿ᴦᄢቇ㧕[9] ‫ޟ‬ᾲᩭߩࡏ࠻࡞ࡀ࠶ࠢ⹏ଔߣ╙ 1 ࡁࠗࡑࡦ࿕᦭୯‫ޠ‬ᣣᤨ㧦㧝㧜᦬㧝㧤ᣣ⻠Ꮷ㧦⍹ᷰ ⡡ ᳁㧔╳ᵄᄢቇ㧕
[10]‫ޟ‬Transversality in semilinear parabolic equations with periodic boundary
conditions‫ޠ‬ᣣᤨ㧦㧝㧝᦬㧝㧞ᣣ⻠Ꮷ㧦Carlos Rocha ᳁ (Institute Superior Tecnico)[11]‫ޟ‬Coarsening fronts‫ޠ‬ᣣᤨ㧦㧝㧝᦬㧝㧥ᣣ⻠Ꮷ㧦Arnd Scheel ᳁ (University of Minnesota)[12]‫ޟ‬On pulsative solution of the Lugiato-Lefever equation‫ޠ‬ᣣᤨ㧦㧝㧞᦬㧝㧟ᣣ⻠Ꮷ㧦ች〝 ᥓⴕ ᳁㧔੩ㇺᄢቇ㧕

4.3 ࠪࡦࡐࠫ࠙ࡓ࡮⺣⹤ળ
4.3
シンポジウム・談話会
26

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4.3.1
4.3.1 「非線形非平衡系の現象数理学の発展」シンポジウム‫ޟ‬㕖✢ᒻ㕖ᐔⴧ♽ߩ⃻⽎ᢙℂቇߩ⊒ዷ‫ࡓ࠙ࠫࡐࡦࠪޠ‬[1] GCOE ࡟ࠢ࠴ࡖ࡯ࠪ࡝࡯࠭‫⚻ޟ‬ᷣ‛ℂቇ‫̆ޠ‬ၮ␆߆ࠄᦨవ┵ߩ⹤㗴߹ߢ̆ᣣᤨ㧦㧢᦬㧝㧠ᣣ, 㧞㧤ᣣ, 㧣᦬㧝㧞ᣣ, 㧞㧢ᣣ⻠Ꮷ㧦㜞቟ ⑲᮸ ᳁㧔࠰࠾࡯ࠦࡦࡇࡘ࡯࠲ࠨࠗࠛࡦࠬ⎇ⓥᚲࠪ࠾ࠕ࡝ࠨ࡯࠴ࡖ࡯㧕╙ 1 ࿁‫⚻ޟ‬ᷣ‛ℂቇߩᚢ⇛ߣߘߩᢙℂ⊛ߥၮ⋚‫ޠ‬ࡌࠠಽᏓߣߘߩ๟ㄝߩᢙℂ╙ 2 ࿁‫ޟ‬㊄ⲢᏒ႐ߩ⏕₸േജቇ‫ޠ‬࡜ࡦ࠳ࡓ࠙ࠜ࡯ࠢߣߘߩ๟ㄝߩᢙℂ╙ 3 ࿁‫ޟ‬ડᬺߩ⛔⸘ᕈߣࡀ࠶࠻ࡢ࡯ࠢ᭴ㅧ‫ޠ‬ࡀ࠶࠻ࡢ࡯ࠢߣߘߩ๟ㄝߩᢙℂ╙ 4 ࿁‫ޟ‬㊄Ⲣ࡮⚻ᷣෂᯏߩࡔࠞ࠾࠭ࡓߣᢙℂ⑼ቇ߆ࠄߩኻ╷‫ޠ‬㊄೑ࠍᗐቯߒߥ޿Ⲣ⾗ࠪࠬ࠹ࡓߥߤ
[2] GCOE ࡟ࠢ࠴ࡖ࡯ࠪ࡝࡯࠭ “Traveling wave front for a lattice dynamical system
in2-species monostable competition systems”ᣣᤨ㧦㧝᦬㧞㧠ᣣ㨪㧞㧡ᣣ⻠Ꮷ㧦ㇳ ᔘൎ ᳁㧔᷆ᳯᄢቇ㧔บḧ㧕㧕
╙ 1 ࿁‫ޟ‬Existence of traveling wavefront‫ޠ‬╙ 2 ࿁‫ޟ‬Characterization of the minimal wave speed‫ޠ‬╙ 3 ࿁‫ޟ‬Asymptotic behavior of wave profile‫ޠ‬╙ 4 ࿁‫ޟ‬Monotonicity and uniqueness of wave profile‫ޠ‬[3] GCOE ࡟ࠢ࠴ࡖ࡯ࠪ࡝࡯࠭‫⑼ߣࡦ࡚ࠪ࡯࡟ࡘࡒࠪޟ‬ቇ‫ޠ‬ᣣᤨ㧦㧞᦬㧝㧤ᣣ, 㧟᦬㧠ᣣ⻠Ꮷ㧦⨲㊁ ቢ਽ ᳁㧔ฬฎደᄢቇ㧕╙ 1 ࿁‫⑼ߪࡦ࡚ࠪ࡯࡟ࡘࡒࠪޟ‬ቇߦ૗ࠍߒߚ߆‫ޠ‬╙ 2 ࿁‫ࡦ࡚ࠪ࡯࡟ࡘࡒࠪ࡮࡞࡯ࠤࠬ࠴࡞ࡑޟ‬㧦ࡊ࡜࠭ࡑ߆ࠄ㔕߹ߢ‫ޠ‬╙ 3 ࿁‫ޟ‬ቝቮ⑼ቇߣࠪࡒࡘ࡟࡯࡚ࠪࡦ‫ޠ‬╙ 4 ࿁‫੍᧪ᧂࠆࠃߦࡦ࡚ࠪ࡯࡟ࡘࡒࠪޟ‬᷹ߦߟ޿ߡ‫ޠ‬

4.3.2
4.3.2 「非線形時系列に対する現象数理学の発展」シンポジウム‫ޟ‬㕖✢ᒻᤨ♽೉ߦኻߔࠆ⃻⽎ᢙℂቇߩ⊒ዷ‫ࡓ࠙ࠫࡐࡦࠪޠ‬਎⹤ੱ㧦ጟㇱ㕏ᙗ㧔᣿ᴦᄢቇ㧕㧘ਛ᧛๺ᐘ㧔᣿ᴦᄢቇ㧕[1] ‫ⶄޟ‬㔀♽⃻⽎ߩᤨ♽೉⸃ᨆ 6‫⚻̆ޠ‬ᷣ࡮ᢙ⺰࡮‛ℂ⃻⽎̆ᣣᤨ㧦㧡᦬㧞㧜ᣣ㨪㧞㧝ᣣ‫᧼ޟ‬ᖱႎߦ⌕⋡ߒߚᏒ႐ࡕ࠺࡞㧦ㅴൻࠥ࡯ࡓℂ⺰‫ޠ‬⻠Ꮷ㧦ศᎹ ḩ ᳁㧔᣿ᴦᄢቇᄢቇ㒮㧕‫࠲࡯࠯ߩࡦࡑ࡯࡝ޟ‬㑐ᢙߣ KM2O-࡜ࡦࠫࡘࡧࠔࡦᣇ⒟ᑼ⺰(2)‫ޠ‬⻠Ꮷ㧦ጟㇱ 㕏ᙗ ᳁㧔᣿ᴦᄢቇ㧕27

27

‫ޟ‬㕖✢ᒻᤨ♽೉⸃ᨆߣࠗࡌࡦ࠻㚟േࠪࠬ࠹ࡓ‫ޠ‬⻠Ꮷ㧦ਛ᧛ ๺ᐘ ᳁㧔᣿ᴦᄢቇ㧕⸛⺰⠪㧦
ਛ㊁ ⵨ᴦ ᳁㧔ṑ⾐ᄢቇ㧕㧘᧻ᶆ ⌀਽ ᳁㧔ᗲᇫᄢቇ㧕‫ޟ‬KM2O-࡜ࡦࠫࡘࡧࠔࡦᣇ⒟ᑼ⺰ߦ߅ߌࠆᤨ♽೉⸃ᨆߣ SSA,CG ᴺ‫ޠ‬⻠Ꮷ㧦᧻ᶆ ⌀਽ ᳁㧔ᗲᇫᄢቇ㧕‫ޟ‬㤥ὐ࡮ᄥ㓁㘑࡮࿾⏛᳇࡮ࠝ࡯ࡠ࡜࡮࿾㔡ߩᤨ♽೉ߩ᭴ㅧ᛽಴(5)‫ޠ‬⻠Ꮷ㧦ጟㇱ 㕏ᙗ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬ጟㇱℂ⺰ߦࠃࠆᤨ♽೉ߩ᭴ㅧ᛽಴ߣ㜞ㅦࡈ࡯࡝ࠛᄌ឵(4)‫ޠ‬⻠Ꮷ㧦྾ᣇ ⟵໪ ᳁㧔ฬၔᄢቇ㧕⸛⺰⠪㧦ਛ᧛ ๺ᐘ ᳁㧔᣿ᴦᄢቇ㧕㧘ਛ㊁ ⵨ᴦ ᳁㧔ṑ⾐ᄢቇ㧕[2] ‫ⶄޟ‬㔀♽⃻⽎ߩᤨ♽೉⸃ᨆ 7‫⚻̆ޠ‬ᷣ࡮‛ℂ⃻⽎̆ᣣᤨ㧦㧣᦬㧞㧥ᣣ㨪㧟㧜ᣣ‫ޟ‬ᄢⷙᮨࠗࡌࡦ࠻㚟േࠪࠬ࠹ࡓߩ࠺࡯࠲หൻ‫ޠ‬⻠Ꮷ㧦ਛ᧛ ๺ᐘ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬໡ຠߩ⽼ᄁ࠺࡯࠲ߦẜ߻࠳ࠗ࠽ࡒࠢࠬᄌൻߩนⷞൻ(2)‫ޠ‬⻠Ꮷ㧦ᣣ㜞 ᔀม ᳁㧔᣿ᴦᄢቇᄢቇ㒮㧕‫ޟ‬ᢙ୯⸃ᨆᴺߣ KM2O-࡜ࡦࠫࡘࡧࠔࡦᣇ⒟ᑼ⺰‫ޠ‬⻠Ꮷ㧦᧻ᶆ ⌀਽ ᳁㧔ᗲᇫᄢቇ㧕⸛⺰⠪㧦
ਛ㊁ ⵨ᴦ ᳁㧔ṑ⾐ᄢቇ㧕㧘ጟㇱ 㕏ᙗ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬᭴ㅧᄌൻࠍᜬߟᤨ♽೉ࡕ࠺࡞ߦኻߔࠆᖱႎ㊂ၮḰ‫ޠ‬⻠Ꮷ㧦ੑች ཅⴕ ᳁㧔਻Ꮊᄢቇ㧕‫ޟ‬㤥ὐ࡮ᄥ㓁㘑࡮࿾⏛᳇࡮ࠝ࡯ࡠ࡜࡮࿾㔡ߩᤨ♽೉ߩ᭴ㅧ᛽಴(6)‫ޠ‬⻠Ꮷ㧦ጟㇱ 㕏ᙗ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬ጟㇱℂ⺰ߦࠃࠆᤨ♽೉ߩ᭴ㅧ᛽಴ߣ㜞ㅦࡈ࡯࡝ࠛᄌ឵(5)‫ޠ‬⻠Ꮷ㧦྾ᣇ⟵໪ ᳁㧔ฬၔᄢቇ㧕⸛⺰⠪㧦ਛ᧛๺ᐘ ᳁㧔᣿ᴦᄢቇ㧕㧘ਛ㊁⵨ᴦ ᳁㧔ṑ⾐ᄢቇ㧕[3] ‫ⶄޟ‬㔀♽⃻⽎ߩᤨ♽೉⸃ᨆ 8‫‛̆ޠ‬ℂ࡮ᢙ⺰࡮⚻ᷣ⃻⽎̆ᣣᤨ㧦㧥᦬㧟㧜ᣣ㨪㧝㧜᦬㧝ᣣ‫ޟ‬෻ᔕ᜛ᢔᣇ⒟ᑼ߳ߩ࠺࡯࠲૶↪ߦะߌߡ‫ޠ‬⻠Ꮷ㧦ᳰ↰ ᐘᄥ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬T-ᱜ୯ᕈࠍᜬߟቯᏱㆊ⒟ߦઃ㓐ߔࠆࡂࡒ࡞࠻࠾ࠕࡦߣߘߩᔕ↪‫ޠ‬⻠Ꮷ㧦ጟㇱ 㕏ᙗ ᳁㧔᣿ᴦᄢቇ㧕28

28

‫ߦ࠲࡯࠺࠻ࡦ࠙ࠞޟ‬ኻߔࠆ㓏ጀ᭴ㅧࠍ߽ߟᄙᄌ㊂ᤨ♽೉ࡕ࠺࡞‫ޠ‬⻠Ꮷ㧦ᾖ੗ િᒾ ᳁㧔᧲ർᄢቇ㧕⸛⺰⠪㧦
ਛ㊁ ⵨ᴦ ᳁㧔ṑ⾐ᄢቇ㧕㧘ਛ᧛ ๺ᐘ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬ᄢⷙᮨ࡮㜞㗫ᐲᤨ♽೉ߦኻߔࠆ SSA ⸃ᨆ‫ޠ‬⻠Ꮷ㧦ਛ᧛ ๺ᐘ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬㤥ὐ࡮ᄥ㓁㘑࡮࿾⏛᳇࡮ࠝ࡯ࡠ࡜࡮࿾㔡ߩᤨ♽೉ߩ᭴ㅧ᛽಴(7)‫ޠ‬⻠Ꮷ㧦ጟㇱ 㕏ᙗ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬ጟㇱℂ⺰ߦࠃࠆᤨ♽೉ߩ᭴ㅧ᛽಴ߣ㜞ㅦࡈ࡯࡝ࠛᄌ឵(6)‫ޠ‬⻠Ꮷ㧦྾ᣇ ⟵໪ ᳁㧔ฬၔᄢቇ㧕⸛⺰⠪㧦
ਛ㊁ ⵨ᴦ ᳁㧔ṑ⾐ᄢቇ㧕㧘ᣣ㜞 ᔀม ᳁㧔᣿ᴦᄢቇᄢቇ㒮㧕[4] ‫ⶄޟ‬㔀♽⃻⽎ߩᤨ♽೉⸃ᨆ 9‫̆ޠ‬ᢙ⺰࡮Ꮏቇ࡮කቇ࡮‛ℂ⃻⽎̆ᣣᤨ㧦㧝㧝᦬㧞㧡ᣣ‫ޟ‬T-ᱜ୯ᕈࠍᜬߟቯᏱㆊ⒟ߦઃ㓐ߔࠆࡂࡒ࡞࠻࠾ࠕࡦߣ࡝࡯ࡑࡦ੍ᗐ‫ޠ‬⻠Ꮷ㧦ጟㇱ 㕏ᙗ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬Ꮏቇߦ߅ߌࠆ࠺࡯࠲หൻߣߘߩᔕ↪‫ޠ‬⻠Ꮷ㧦ਛ᧛ ๺ᐘ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬⣂ᵷߩᤨ♽೉ߩ᭴ㅧ᛽಴‫ޠ‬⻠Ꮷ㧦᧻ᧄ ஜᄥ㇢ ᳁㧔᧲੩ᄢቇ㧕㧘ጟㇱ 㕏ᙗ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬ጟㇱℂ⺰ߦࠃࠆᤨ♽೉ߩ᭴ㅧ᛽಴ߣ㜞ㅦࡈ࡯࡝ࠛᄌ឵(7)‫ޠ‬⻠Ꮷ㧦྾ᣇ ⟵໪ ᳁㧔᣿ᴦᄢቇ㧕[5] ‫ⶄޟ‬㔀♽⃻⽎ߩᤨ♽೉⸃ᨆ 10‫̆ޠ‬ᢙℂ࡮⚻ᷣ࡮࿾⃿‛ℂ⃻⽎̆ᣣᤨ㧦㧝᦬㧞㧣ᣣ㨪㧞㧤ᣣ‫ޟ‬ᱜⷙቯᏱㆊ⒟ߦઃ㓐ߔࠆᤨ㑆ㆃࠇߩ޽ࠆ㧞㓏ᬦ౞ဳ஍ᓸಽᣇ⒟ᑼ‫ޠ‬⻠Ꮷ㧦ጟㇱ 㕏ᙗ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬‫ⶄޡ‬㔀♽⃻⽎ߩᤨ♽೉ߦẜ߻ᄌൻ᭴ㅧߩนⷞൻ‫ޢ‬ℂ⺰ߣࠪࡒࡘ࡟࡯࡚ࠪࡦ‫ޠ‬⻠Ꮷ㧦ᣣ㜞 ᔀม ᳁㧔᣿ᴦᄢቇᄢቇ㒮㧕‫ޟ‬‫ⶄޡ‬㔀♽⃻⽎ߩᤨ♽೉ߦẜ߻ᄌൻ᭴ㅧߩนⷞൻ‫ޢ‬ታ⸽ಽᨆ㧦ࡑ࡯ࠤ࠹ࠖࡦࠣ‫ޠ‬⻠Ꮷ㧦ᣣ㜞 ᔀม ᳁㧔᣿ᴦᄢቇᄢቇ㒮㧕‫ⶄޡޟ‬㔀♽⃻⽎ߩᤨ♽೉ߦẜ߻ᄌൻ᭴ㅧߩนⷞൻ‫ޢ‬ታ⸽ಽᨆ㧦ࠝ࡯ࡠ࡜㧘࿾㔡ߣἫጊ‫ޠ‬⻠Ꮷ㧦ጟㇱ 㕏ᙗ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬Ἣጊᕈ㕖✢ᒻᓸേߩ⋧࿑ߣᒆᒛ⊒ᝄ‫ޠ‬⻠Ꮷ㧦ᱞየ ታ ᳁㧔᧲੩ᄢቇ㧕‫ޟ‬ጟㇱℂ⺰ߦࠃࠆᤨ♽೉ߩ᭴ㅧ᛽಴ߣ㜞ㅦࡈ࡯࡝ࠛᄌ឵(8)‫ޠ‬⻠Ꮷ㧦྾ᣇ ⟵໪ ᳁㧔ฬၔᄢቇ㧕29

29

[6] ‫ⶄޟ‬㔀♽⃻⽎ߩᤨ♽೉⸃ᨆ 11‫ޠ‬㧙ᢙℂ࡮࿾⃿‛ℂ⃻⽎㧙ᣣᤨ㧦㧟᦬㧝㧤ᣣ㧔᧲ᣣᧄᄢ㔡ἴߦࠃࠅ㐿௅ਛᱛ㧕㨬ᢙ୯⸃ᨆᴺߣ KM2O-࡜ࡦࠫࡘࡧࠔࡦᣇ⒟ᑼ⺰㧔㧞㧕㨭⻠Ꮷ㧦᧻ᶆ ⌀਽ ᳁㧔ᗲᇫᄢቇ㧕㨬㕖✢ᒻ SSA ⸃ᨆߩᔕ↪ߦߟ޿ߡ㨭⻠Ꮷ㧦ਛ᧛ ๺ᐘ ᳁㧔᣿ᴦᄢቇ㧕㨬‫♽ᤨޡ‬೉ߩ๟ᦼᄌേߩหቯߣᄌൻ᭴ㅧ⸃ᨆ‫ޢ‬
㧙ℂ⺰㧘ᢙ୯ታ㛎㧘ታ⸽ಽᨆ㧦ᄥ㓁㤥ὐ࠺࡯࠲㧙‫ޠ‬⻠Ꮷ㧦ᣣ㜞 ᔀม ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬ጟㇱℂ⺰ߦࠃࠆᤨ♽೉ߩ᭴ㅧ᛽಴ߣ㜞ㅦࡈ࡯࡝ࠛᄌ឵(9)‫ޠ‬⻠Ꮷ㧦྾ᣇ ⟵໪ ᳁㧔ฬၔᄢቇ㧕

4.3.3 ⃻⽎ᢙℂ⧯ᚻࠪࡦࡐࠫ࠙ࡓ
4.3.3
現象数理若手シンポジウム[1] ╙ 4 ࿁‫ޠࡉ࡯ࠚ࠙࡮ࡦ࡯࠲ࡄޟ‬ᣣᤨ㧦㧠᦬㧞㧟ᣣ㨪㧞㧠ᣣ਎⹤ੱ㧦ᳰ↰ᐘᄥ㧔᣿ᴦᄢቇ㧕‫⊛⇣․ޟ‬㗔ၞᄌᒻߣ PDEs‫ޠ‬⻠Ꮷ㧦␹଻ ⑲৻ ᳁㧔ർᶏ㆏ᄢቇ㧕‫౒ࠢ࠶ࡠࡉޟ‬㊀ว૕ߩ⋧ಽ㔌⃻⽎ߦ߅ߌࠆᐔဋ႐ࡕ࠺࡞‫ޠ‬⻠Ꮷ㧦ᄢਅ ᛚ᳃ ᳁㧔ጟጊᄢቇ㧕‫ޟ‬෻ᔕ᜛ᢔ♽ߦ߅ߌࠆવ᠞ߩࡄ࠲࡯ࡦ࡮࠳ࠗ࠽ࡒࠢࠬ㧙ⓨ㑆 1 ᰴర♽ߩ᥉ㆉ⊛ߥᢙℂ᭴
ㅧߦߟ޿ߡ‫ޠ‬⻠Ꮷ㧦ᩉਅ ᶈ♿ ᳁㧔੩ㇺ↥ᬺᄢቇ㧕‫ࠆ޽ޟ‬෻ᔕ᜛ᢔ♽ߦ⃻ࠇࠆࡄ࠲࡯ࡦᒻᚑ໧㗴‫ޠ‬⻠Ꮷ㧦ᳰ↰ ᐘᄥ ᳁㧔᣿ᴦᄢቇ㧕[2] ╙ 5 ࿁‫ੱޟ‬㘃ㅴൻ߳ߩᢙℂ⊛ࠕࡊࡠ࡯࠴‫ޠ‬ᣣᤨ㧦㧢᦬㧞㧥ᣣ㨪㧟㧜ᣣ਎⹤ੱ㧦ਛᯅᷤ㧔᣿ᴦᄢቇ㧕‫₸⏕ޟ‬ㆊ⒟ߣߒߡߩᢥൻㅴൻߩㅦᐲ‫ޠ‬⻠Ꮷ㧦㕍ᧁ ஜ৻ ᳁㧔᧲੩ᄢቇ㧕‫ࠢ࡯ࡢ࠻࠶ࡀޟ‬਄ߩ࠳ࠗ࠽ࡒࠢࠬߣ࿕ቯ⏕₸‫ޠ‬⻠Ꮷ㧦Ⴧ↰ ⋥♿ ᳁㧔᧲੩ᄢቇ㧕‫ޟ‬඙೎⊛␠ળᕈߩㅴൻ‫ޠ‬⻠Ꮷ㧦੗ේ ᵏ㓶 ᳁㧔᧲੩ᄢቇ㧕‫↢ޟ‬ᘒ⊛౏౒⽷ࠥ࡯ࡓߦ߅ߌࠆදജⴕേߩㅴൻ‫ޠ‬⻠Ꮷ㧦⧯㊁ ෹৻㇢ ᳁㧔᣿ᴦᄢቇ㧕
30

30‫ߩੱޟ‬ᔃℂࡔࠞ࠾࠭ࡓߦ㑐ߔࠆㅴൻࠪࡒࡘ࡟࡯࡚ࠪࡦ‫ޠ‬⻠Ꮷ㧦ਛਣ 㤗↱ሶ ᳁㧔᧲੩Ꮏᬺᄢቇ㧕‫ޟ‬ቇ⠌⢻ജߩㅴൻߣੱ㘃ผ‫ޠ‬⻠Ꮷ㧦ਛᯅ ᷤ ᳁㧔᣿ᴦᄢቇ㧕[3] ╙ 6 ࿁‫⽎⃻ޟ‬ᢙℂቇߣᢙℂ␠ળቇߩኻ⹤‫ޠ‬ᣣᤨ㧦㧣᦬㧞㧣ᣣ㨪㧞㧤ᣣ਎⹤ੱ㧦ၳౝผᦶ㧔᣿ᴦᄢቇ㧕‫ޟ‬ᛂ▚ᛮ߈ߩ㆏ᓼߩࠪࡒࡘ࡟࡯࡚ࠪࡦ‫ޠ‬⻠Ꮷ㧦ਛ੗ ⼾ ᳁㧔⦼ᶆᎿᬺᄢቇ㧕‫␠ޟ‬ળቇߦ߅ߌࠆ㓸ว⺰ߩ೑↪㧦⾰⊛Ყセಽᨆࠍਛᔃߦ‫ޠ‬⻠Ꮷ㧦⍹↰ ᷕ ᳁㧔㑐⷏ቇ㒮ᄢቇ㧕‫␠ޟ‬ળ⊛ᩰᏅ↢ᚑ࡮⛽ᜬߩᢙℂࡔࠞ࠾࠭ࡓ‫ޠ‬⻠Ꮷ㧦ἏᎹ ⵨⾆ ᳁㧔✚ว⎇ⓥᄢቇ㒮ᄢቇ㧕‫ޟ‬㓸࿅ߩ၂ᩮࠍ⿧߃ߚ␠ળ‫ޠ‬⻠Ꮷ㧦ၳౝ ผᦶ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬ౣಽ㈩ߦ߅ߌࠆ⥄↱࡮ᐔ╬࡮ല₸ߩ㑐ଥ㧦ࠥ࡯ࡓℂ⺰⊛ಽᨆ‫ޠ‬⻠Ꮷ㧦ᱞ⮮ ᱜ⟵ ᳁㧔⦼ᶆᎿᬺᄢቇ㧕‫ޟ‬ᒙ޿㓸࿅ㆬᛯߦࠃࠆࠨࡦ࡚ࠢࠪࡦߩㅴൻ‫ޠ‬⻠Ꮷ㧦ᄢᶆ ብ㇌ ᳁㧔Ꮲ੩ᄢቇ㧕[4] ╙ 7 ࿁‫⚦ޟ‬⢩࡮⣲≌ߩᢙℂ ̆ࡕ࠺࡞࡮⸃ᨆ࡮ࠪࡒࡘ࡟࡯࡚ࠪࡦ̆‫ޠ‬ᣣᤨ㧦㧝㧝᦬㧡ᣣ㨪㧢ᣣ਎⹤ੱ㧦⧯⁜ᔀ㧔᣿ᴦᄢቇ㧕‫ޟ‬Chaplain-Anderson ᣇ⒟ᑼߣㄭᐕߩ⎇ⓥേะ‫ޠ‬⻠Ꮷ㧦ਭ଻ ᣿㆐ ᳁㧔⮮↰଻ஜⴡ↢ᄢቇ㧕‫ޟ‬઒ૃᄌಽਇ╬ᑼ⺰ࠍ↪޿ߚ Chaplain-Anderson ဳ≸ᶐẢࡕ࠺࡞ߩน⸃ᕈߦߟ޿ߡ‫ޠ‬⻠Ꮷ㧦ട⚊ ℂᚑ ᳁㧔ㄭ⇰ᄢቇ㧕‫ޟ‬Finite volume schemes to PDE models for chemotaxis‫ޠ‬⻠Ꮷ㧦㥱⮮ ት৻ ᳁㧔᧲੩ᄢቇ㧕‫ޟ‬ធ⸅ᛥ೙ലᨐࠍ઻߁⚦⢩㓸࿅ߩᢙℂࡕ࠺࡞‫ޠ‬⻠Ꮷ㧦⧯⁜ ᔀ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬ᖡᕈ⣲≌ߩᶐẢߦ㑐ߔࠆࡕ࠺࡞ߩㅴⴕᵄ⸃ᨆ‫ޠ‬⻠Ꮷ㧦ᤊ㊁ ᒄ༑ ᳁㧔⮮↰଻ஜⴡ↢ᄢቇ㧕‫ࠆߌ߅ߦ↢⊒ޟ‬ᒻᘒᒻᚑߩࡕ࠺࡞ൻߣߘߩታ㛎⊛ᬌ⸽‫ޠ‬⻠Ꮷ㧦ਃᶆ ጪ ᳁㧔੩ㇺᄢቇ㧕‫ࠬ࠙ࡑޟ‬⢦ߩᏀฝゲᒻᚑㆊ⒟ࠍᢙℂߩ⋡ߢ⷗ࠆ‫ޠ‬⻠Ꮷ㧦ਛญ ᖝผ ᳁㧔᧲੩ක⑼ᱤ⑼ᄢቇ㧕
31

31

[5] ╙ 8 ࿁‫⥶ޟ‬ⓨᯏߩᢙℂ ̆ᵹ૕ࡕ࠺࡞ߣᢙ୯⸃ᨆ̆‫ޠ‬ᣣᤨ㧦㧝᦬㧝㧞ᣣ㨪㧝㧟ᣣ਎⹤ੱ㧦㊁ᵤ⵨ผ㧔᣿ᴦᄢቇ㧕‫⥶ޟ‬ⓨᯏߩ⸳⸘ߣᢙℂࡕ࠺࡞‫ޠ‬⻠Ꮷ㧦ᄢᨋ ⨃ ᳁㧔᧲ർᄢቇ㧕‫⥶ޟ‬ⓨቝቮ CFD ߦ߅ߌࠆᢙ୯ᵹ᧤㑐ᢙߩ⎇ⓥߣቝቮᯏⓨജ⸃ᨆ‫ޠ‬⻠Ꮷ㧦ർ᧛ ࿻৻ ᳁㧔ቝቮ⥶ⓨ⎇ⓥ㐿⊒ᯏ᭴㧕‫ޟ‬ᵹࠇ໧㗴ߩ᦭㒢ⷐ⚛⸘▚ߣ⺋Ꮕ⹏ଔ‫ޠ‬⻠Ꮷ㧦↰਄ ᄢഥ ᳁㧔਻Ꮊᄢቇ㧕‫ޟ‬ᔃ⤳ߩⴊᵹࠪࡒࡘ࡟࡯࡚ࠪࡦߦߟ޿ߡ‫ޠ‬⻠Ꮷ㧦㣐የ Ꮑ ᳁㧔᧲੩ᄢቇ㧕‫ޟ‬ⓨജ㖸㗀ࠪࡒࡘ࡟࡯࡚ࠪࡦᛛⴚߩၮ␆ߣᔕ↪ߦߟ޿ߡ‫ޠ‬⻠Ꮷ㧦ᳰ↰ ෹᣿ ᳁㧔ቝቮ⥶ⓨ⎇ⓥ㐿⊒ᯏ᭴㧕‫․ޟ‬ᕈᦛ✢ℂ⺰ߦၮߠߊⴣ᠄ᵄนⷞൻᚻᴺ‫ޠ‬⻠Ꮷ㧦㊄᫪ ᱜผ ᳁㧔᧲੩ᄢቇ㧕‫ޟ‬ᵹ૕᭴ㅧㅪᚑ໧㗴ߪ㕙⊕޿‫ޠ‬⻠Ꮷ㧦Ỉ↰ ᦭ᒄ ᳁㧔↥ᬺᛛⴚ✚ว⎇ⓥᚲ㧕‫ޟ‬㜞ຠ⾰․ᕈᦛ✢᦭㒢ⷐ⚛ᴺߩ㐿⊒‫ޠ‬⻠Ꮷ㧦㊁ᵤ ⵨ผ ᳁㧔᣿ᴦᄢቇ㧕[5] ╙ 9 ࿁‫⽎⃻ߪࡦ࠻ࡑ࠻࡯ࠝ࡞࠮ޟ‬ᢙℂቇߩᱞེߣߥࠅ߁ࠆ߆㧫‫ޠ‬ᣣᤨ㧦㧞᦬㧞㧞ᣣ㨪㧞㧟ᣣ਎⹤ੱ㧦෹ᨑ᣿଻㧔᣿ᴦᄢቇ㧕‫⁁☸ޟ‬૕ߩ࠳ࠗ࠽ࡒࠢࠬߣࡕ࠺࡝ࡦࠣ‫ޠ‬⻠Ꮷ㧦ዊ᧻ፒ ବᒾ ᳁㧔㊄ᴛᄢቇ㧕‫ޟ‬0 ߣ 1 ࠍߟߥߋᢙቇ‫ޠ‬⻠Ꮷ㧦㜞ᯅ ᄢテ ᳁㧔ᣧⒷ↰ᄢቇ㧕‫࡞ࠞࡇࡠ࠻ߣࡦ࠻ࡑ࠻࡯ࠝ࡞࠮ޟ‬ᐞ૗ቇ‫ޠ‬⻠Ꮷ㧦㊁ㆻ ෘ ᳁㧔ජ⪲ᄢቇ㧕‫ޟ‬ᢙℂࡕ࠺࡞ߩ㔌ᢔൻߣ࠮࡞࡮ࠝ࡯࠻ࡑ࠻ࡦ‫ޠ‬⻠Ꮷ㧦Ralph Willox ᳁㧔᧲੩ᄢቇ㧕‫ޟ‬ᷦṛ⃻⽎ߣ࠮࡞ࠝ࡯࠻ࡑ࠻ࡦࡕ࠺࡝ࡦࠣ‫ޠ‬⻠Ꮷ㧦෹ᨑ ᣿଻ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬ASEP㧦⸃ߌࠆ⏕₸⊛࠮࡞ࠝ࡯࠻ࡑ࠻ࡦ‫ޠ‬㧘‫⇇ޟ‬㕙ᚑ㐳ࡕ࠺࡞ߩំࠄ߉ߣ ASEP‫ޠ‬⻠Ꮷ㧦╣ᧄ ᥓᒄ ᳁㧔ජ⪲ᄢቇ㧕‫ߩࡦ࠻ࡑ࠻࡯ࠝ࡞࠮ޟ‬ᯏ᪾Ꮏቇ߳ߩᔕ↪‫ޠ‬⻠Ꮷ㧦⊕⍹ ବᒾ ᳁㧔ᮮᵿ࿖┙ᄢቇ㧕
3232

4.3.4 ⃻⽎ᢙℂ⧯ᚻࡒ࠾ࠪࡦࡐࠫ࠙ࡓ
4.3.4
現象数理若手ミニシンポジウム[1] ╙ 1 ࿁‫ޟ‬ㅴൻߦࠃࠆ቟ቯ౒ሽߣ෻ᔕ᜛ᢔ♽ߩᒻᘒᒻᚑ‫ޠ‬ᣣᤨ㧦㧤᦬㧞㧜ᣣ਎⹤ੱ㧦␲ᑪ㧔᣿ᴦᄢቇ㧕㧘⮮㑆⌀㧔᣿ᴦᄢቇ㧛᩶ጊቇ㒮ᄢቇ㧕‫⚦∉఺ޟ‬⢩ߩ୘૕⟲࠳ࠗ࠽ࡒࠢࠬߣ⴫⃻♽ᄌൻߦኻߔࠆᢙℂ⎇ⓥ‫ޠ‬⻠Ꮷ㧦ਛጟ ᘕᴦ ᳁㧔᧲੩ᄢቇ㧕‫ޟ‬ㅴൻ⊛ಽጘߣ᝝㘩⠪ߩ቟ቯ౒ሽ‫ޠ‬⻠Ꮷ㧦␲ ᑪ ᳁㧔᣿ᴦᄢቇ㧕‫┹ޟ‬ว୘૕⟲ߩേ⊛ⲷᣓ⁁౒ሽ⁁ᘒ‫ޠ‬⻠Ꮷ㧦⮮㑆 ⌀ ᳁㧔᣿ᴦᄢቇ㧛᩶ጊቇ㒮ᄢቇ㧕‫ޟ‬෻ᔕ᜛ᢔ♽ߦ⃻ࠇࠆࠞࠝࠬࡄ࡞ࠬᵄ‫ޠ‬⻠Ꮷ㧦⍫⇐ 㓷੫ ᳁㧔ർᶏ㆏ᄢቇ㧕[2] ╙ 2 ࿁‫⽎⃻ߣࠣࡦࠖ࠹ࠤ࡯ࡑޟ‬ᢙℂቇ‫ޠ‬ᣣᤨ㧦㧝㧜᦬㧤ᣣ਎⹤ੱ㧦ᣣ㜞ᔀม㧔᣿ᴦᄢቇ㧛ඳႎၴ㧕‫ޟ‬POS ࠺࡯࠲ߦẜ߻⽼ᄁ࠳ࠗ࠽ࡒࠢࠬᄌൻߩนⷞൻ‫ޠ‬⻠Ꮷ㧦ᣣ㜞 ᔀม ᳁㧔᣿ᴦᄢቇ㧛ඳႎၴ㧕‫⁁ޟ‬ᘒⓨ㑆ࡕ࠺࡞ߦࠃࠆᶖ⾌⠪ⴕേߩ࠳ࠗ࠽ࡒࠢࠬߩℂ⸃‫ޠ‬⻠Ꮷ㧦૒⮮ ᔘᒾ ᳁㧔╳ᵄᄢቇ㧕[3] ╙ 3 ࿁‫⽎⃻ߣࠬࡦ࠽ࠗࠔࡈޟ‬ᢙℂቇ‫ޠ‬ᣣᤨ㧦㧝㧝᦬㧞㧞ᣣ਎⹤ੱ㧦ศᎹḩ㧔᣿ᴦᄢቇ㧕‫᧼ޟ‬ᖱႎߦ⌕⋡ߒߚᏒ႐ࡕ࠺࡞㧦ㅴൻࠥ࡯ࡓℂ⺰‫ޠ‬⻠Ꮷ㧦ศᎹ ḩ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬ขᒁࠬࡇ࡯࠼ߣᵹേᕈ㧦᧲⸽ࠕࡠ࡯ࡋ࠶࠼ߩࠤ࡯ࠬ‫ޠ‬⻠Ꮷ㧦ቝ㊁ ᷕ ᳁㧔ᣧⒷ↰ᄢቇ㧕‫᧲ޟ‬੩⸽೛ขᒁᚲߩ⃻‛Ꮢ႐ߦ߅ߌࠆᄁ⾈೙ᐲߩ․ᕈߦ㑐ߔࠆ⎇ⓥ‫ޠ‬⻠Ꮷ㧦ฎᐈ ᓕผ ᳁㧔ർ㒽వ┵⑼ቇᛛⴚᄢቇ㒮ᄢቇ㧕‫ޟ‬ୟ↥⏕₸ߩᦼ㑆᭴ㅧߣ࿁෼₸ࠍዉ಴ߔࠆߚ߼ߩ␠ௌଔᩰઃߌࡕ࠺࡞ߣߘߩᔕ↪‫ޠ‬⻠Ꮷ㧦ಿደ ᱞᤘ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬ᖱႎߩ㕖ኻ⒓ᕈߣᗧᕁ᳿ቯߦ߅ߌࠆ਄มߣㇱਅߩᕈᩰߩ㆑޿ߦࠃࠆડᬺߩᚢ⇛‫ޠ‬⻠Ꮷ㧦౎ৼ࿾ ࿦ሶ ᳁㧔᣿ᴦᄢቇᄢቇ㒮㧕

4.3.5 ⃻⽎ᢙℂ⺣⹤ળ
4.3.5
現象数理談話会 (GCOE(GCOE Colloquium)
Colloquium)[1] ‫ޟ‬೨┙⣼≸ߩᢙℂࡕ࠺࡝ࡦࠣߣߘߩᴦ≮߳ߩᔕ↪‫ޠ‬ᣣᤨ㧦㧠᦬㧝㧡ᣣ33

33

⻠Ꮷ㧦วේ ৻ᐘ ᳁㧔᧲੩ᄢቇ㧕[2] ‫ޟ‬᳇ᵃߩਇᕁ⼏ߐ ̆ᢙ୯ࠪࡒࡘ࡟࡯࡚ࠪࡦ߆ࠄߩ⸃᣿̆‫ޠ‬ᣣᤨ㧦㧡᦬㧞㧝ᣣ⻠Ꮷ㧦↰┵ ᱜਭ ᳁㧔ᣧⒷ↰ᄢቇ㧕
[3] ‫ޟ‬㊂ሶ㈮ᱠᄸ⼄‫ޠ‬ᣣᤨ㧦㧣᦬㧞㧟ᣣ⻠Ꮷ㧦੹㊁ ♿㓶 ᳁㧔ᮮᵿ࿖┙ᄢቇ㧕[4] ‫ࠬࡦ࡜ࡃޟ‬೙ᓮ߆ࠄ㓸࿅ㅊ〔ߣㅏㆱ㧦‫ޡߣޢ߉ࠄࠁޡ‬ㆃࠇ‫ߔߥࠅ❱ߩޢ‬ᢙℂߣ⃻⽎‫ޠ‬ᣣᤨ㧦㧝㧝᦬㧞㧥ᣣ⻠Ꮷ㧦ᄢᐔ ᔀ ᳁㧔࠰࠾࡯ࠦࡦࡇࡘ࡯࠲ࠨࠗࠛࡦࠬ⎇ⓥᚲ㧕[5] ‫ⷰޟ‬᷹࠺࡯࠲߇↢ᚑߐࠇࠆ઀⚵ߺߩℂ⸃ࠍ⋡ᜰߒߡ㧝޽ࠆ࠺࡯࠲ᄌᢙ߇ઁߩ૗ࠇߩ࠺࡯࠲ᄌᢙ߆ࠄ↢ᚑߐࠇߚ߆ࠍ⍮ࠆߦߪ㧫㧔ᄌᢙ㑆࿃ᨐ㑐ଥߦ㑐ߔࠆ࠺࡯࠲ࡑࠗ࠾ࡦࠣ߳ߩขࠅ⚵ߺ㧕‫ޠ‬ᣣᤨ㧦㧝㧞᦬㧝㧜ᣣ⻠Ꮷ㧦㣐የ 㓉 ᳁㧔ᄢ㒋ᄢቇ㧕‫ⷰޟ‬᷹࠺࡯࠲߇↢ᚑߐࠇࠆ઀⚵ߺߩℂ⸃ࠍ⋡ᜰߒߡ㧞
ቯᏱߥㆊ⒟ߣ㕖ቯᏱߥㆊ⒟߆ࠄ૞ࠄࠇߚㇱಽߦ࠺࡯࠲ࠍಽߌࠆߦߪ㧫㧔ᄙᄌ㊂ᤨ♽೉࠺࡯࠲߆ࠄߩቯᏱ࡮㕖ቯᏱᚑಽ⊒⷗㧕‫ޠ‬ᣣᤨ㧦㧝㧞᦬㧝㧜ᣣ⻠Ꮷ㧦ේ ⡡ ᳁㧔ᄢ㒋ᄢቇᄢቇ㒮㧕[6] ‫ޟ‬SINGLE PHYTOPLANKTON SPECIES GROWTH WITH LIGHT AND
ADVECTION IN A WATER COLUMN ̆ Joint work with Yuan Lou ̆‫ޠ‬ᣣᤨ㧦㧟᦬㧞㧠ᣣ㧔᧲ᣣᧄᄢ㔡ἴߦࠃࠅ㐿௅ਛᱛ㧕⻠Ꮷ㧦⸵ ਎ო ᳁㧔࿡┙ᷡ⪇ᄢቑ㧔บḧ㧕㧕

4.4 ࡊࡠࠫࠚࠢ࠻♽⑼⋡
4.4
プロジェクト系科目
4.4.1 వ┵ᢙℂ⑼ቇ
4.4.1
先端数理科学I‫ޟ‬ᷦṛߣᢙℂ‫ޠ‬
I「渋滞と数理」
ᣣᤨ㧦㧤᦬㧞ᣣ㨪㧡ᣣࠦ࡯࠺ࠖࡀ࡯࠲࡯㧦ੑችᐢ๺㧔᣿ᴦᄢቇ㧕‫ޟ‬ᷦṛቇ౉㐷‫ޠ‬㧘‫ޟ‬ᷦṛ⃻⽎ߣ࠮࡞ࠝ࡯࠻ࡑࡦ‫ޠ‬⻠Ꮷ㧦⷏ᚑ ᵴ⵨ ᳁㧔᧲੩ᄢቇ㧕‫ޟ‬ᵹ૕ജቇߣߒߡߣࠄ߃ࠆゞߩᵹࠇ‫ޠ‬㧘‫ޟ‬ᷦṛߣ๭߫ࠇࠆⴣ᠄ᵄ‫ޠ‬⻠Ꮷ㧦૒ቬ ┨ᒄ ᳁㧔ฬฎደᄢቇ㧕‫ޟ‬OV ᮨဳߩၮ␆ ̆㕖ኻ⒓ᢔㅺᄙ૕♽ߩ⋧ォ⒖̆‫ޠ‬㧘‫ޟ‬OV ᮨဳߩᔕ↪ ̆᭽‫ߩ߳⽎⃻ߥޘ‬ㆡ↪̆‫ޠ‬⻠Ꮷ㧦᧖ጊ 㓶ⷙ ᳁㧔ฬฎደᄢቇ㧕34

34

‫ޟ‬ᷦṛ⸃ᨆߩߚ߼ߩᢙቇ㧦ਛᔃᄙ᭽૕ߣಽጘℂ⺰㧝,2‫ޠ‬⻠Ꮷ㧦ੑች ᐢ๺ ᳁㧔᣿ᴦᄢቇ㧕‫ޟ‬੤ㅢᵹ࡮⚻ᷣ⃻⽎࡮᳇୥ᄌേߦߺࠆᷦṛߩ⿠Ḯ‫ޠ‬⻠Ꮷ㧦ဈ᧲ ᣽ሶ ᳁㧔NPO ᴺੱ⍮⊛ੱ᧚ࡀ࠶࠻ࡢ࡯ࠢ޽޿ࠎߒࠀߚ޿ࠎ㧕‫࠻࠶ࠤࡄࠆࠇࠄߺߦ࠻࠶ࡀ࡯࠲ࡦࠗޟ‬ᷦṛߩᢙℂ‫ޠ‬⻠Ꮷ㧦㜞቟ ⟤૒ሶ ᳁㧔᧲੩Ꮏᬺᄢቇ㧕‫‛ޟ‬ᵹߩᷦṛ‫ޠ‬⻠Ꮷ㧦ᷰㇱ ᄢテ ᳁㧔᧲੩ᶏᵗᄢቇ㧕‫౒౏ޟ‬੤ㅢߩ࠳ࡦࠧㆇォߣᷦṛ‫ޠ‬⻠Ꮷ㧦෹ᨑ ᣿଻ ᳁㧔᣿ᴦᄢቇ㧕‫☳ޟ‬૕ᵹߩᷦṛߣࡄ࠲࡯ࡦᒻᚑ‫ޠ‬⻠Ꮷ㧦ਛේ ᣿↢ ᳁㧔ᣣᧄᄢቇ㧕‫ޟ‬̌↢‛ߩ⟲ࠇ࡮ࡠࡏ࠶࠻ߩ⟲ࠇ̍ߣᷦṛ‫ޠ‬⻠Ꮷ㧦⩲ේ ⎇ ᳁㧔᧲ർቇ㒮ᄢቇ㧕‫↢ޟ‬૕ౝㇱߢߩャㅍ⃻⽎ ̆↢‛ߪᷦṛ߽೑↪ߔࠆ㧍㧫̆‫ޠ‬⻠Ꮷ㧦᦭⾐ 㓉ⴕ ᳁㧔᧲੩ᄢቇ㧕‫ޟ‬ᖱႎᚻᲑࠍᜬߟࡃࠢ࠹࡝ࠕ㓸࿅ߩᏁߺߥࠦࡠ࠾࡯ᒻᚑ‫ޠ‬⻠Ꮷ㧦ਃ᧛ ᣽ᵏ ᳁㧔᣿ᴦᄢቇ㧕4.4.2
先端数理科学II‫ޟ‬㍲ⷡߣᢙℂ‫ޠ‬
II「錯覚と数理」
4.4.2 వ┵ᢙℂ⑼ቇ
ᣣᤨ㧦㧝㧞᦬㧢ᣣ㨪㧥ᣣࠦ࡯࠺ࠖࡀ࡯࠲࡯㧦᧖ේෘศ㧔᣿ᴦᄢቇ㧕‫ޟ‬㍲ⷡ߆ࠄ⷗ߚࠛ࠶ࠪࡖ࡯⧓ⴚߩᢙℂ‫ޠ‬㧘‫ޟ‬ਇน⢻ࡕ࡯࡚ࠪࡦߩᢙℂ‫ޠ‬⻠Ꮷ㧦᧖ේ ෘศ ᳁㧔᣿ᴦᄢቇ㧕‫ࠆߌ߅ߦࡦ࡚ࠪ࡯࠯࡝ࠕࡘࠫࡆޟ‬㍲ⷞߩലᨐߣᓎഀ I, II‫ޠ‬⻠Ꮷ㧦㜞ᯅ ᚑ㓶 ᳁㧔᧲੩ᄢቇ㧕‫ߡ޿߅ߦࡦ࡚ࠪ࡯ࠤ࠾ࡘࡒࠦޟ‬㍲ⷞߪᖡ޿ߎߣߥߩߛࠈ߁߆‫ޠ‬⻠Ꮷ㧦ේፉ ඳ ᳁㧔᧲੩ᄢቇฬ⹷ᢎ᝼㧕‫ޟ‬േ߈ߩ㍲ⷡࠍ߽ߚࠄߔ⣖ߩ઀⚵ߺ I, II‫ޠ‬⻠Ꮷ㧦┻ౝ 㦖ੱ ᳁㧔NTT ࠦࡒࡘ࠾ࠤ࡯࡚ࠪࡦ⑼ቇၮ␆⎇ⓥᚲ㧕‫ޟ‬ᢙቇߢߖ߹ࠆ㍲ⷞߩ⻘ I, II‫ޠ‬⻠Ꮷ㧦ᣂ੗ ੳਯ ᳁㧔᧲੩ᄢቇ㧕‫ޟ‬㊄Ⲣߦ߅ߌࠆ㍲ⷡߩ⎇ⓥ 㨪ⴕേࡈࠔࠗ࠽ࡦࠬߣߘߩ๟ㄝ I, II‫ޠ‬⻠Ꮷ㧦ᄢᐸ ᤘᒾ ᳁㧔㊁᧛⻹೛㊄ⲢᎿቇ⎇ⓥ࠮ࡦ࠲࡯㧕‫ޟ‬㍲⸅ߩᢙℂ ̆⸅ⷡߩ㍲ⷡ̆ I, II‫ޠ‬⻠Ꮷ㧦ᄹ⦟ 㜞᣿ ᳁㧔㔚᳇ㅢାᄢቇ㧕35

35

‫ޟ‬㍲ⷞߣ 3 ᰴర⍮ⷡ‫ޠ‬㧘‫ޟ‬㍲ⷞߣ㍲ⷡߩࡔࠞ࠾࠭ࡓ‫ޠ‬⻠Ꮷ㧦಴Ỉ ᱜᓼ ᳁㧔㔚᳇ㅢାᄢቇฬ⹷ᢎ᝼㧕

4.4.3 Advanced
4.4.3
Advanced Mathematical
MathematicalSciences
SciencesI I‫ޟ‬Patterns, Waves「Patterns,
Waves and
andMotion
MotionininBiological
BiologicalSystems‫ޠ‬
Systems」
ᣣᤨ㧦㧥᦬㧝㧠ᣣ㨪㧝㧣ᣣࠦ࡯࠺ࠖࡀ࡯࠲࡯㧦ਃ᧛᣽ᵏ㧔᣿ᴦᄢቇ㧕‫ޟ‬The biological problem of pattern formation‫ޠ‬㧘‫ޟ‬Applications to biology of Turing’s Model‫ޠ‬㧘‫ޟ‬Waves from reaction-diffusion equations‫ޠ‬㧘‫ޟ‬Modeling cancer‫ޠ‬⻠Ꮷ㧦Philip K. Maini ᳁ (University of Oxford)‫ޟ‬Population dynamics applied to social models‫ޠ‬⻠Ꮷ㧦Mario Primicerio ᳁ (University degli Studi di Firenze)‫ޟ‬Modelling lung branching morphogenesis‫ޠ‬⻠Ꮷ㧦Takeshi Miura ᳁ (Kyoto University)‫ޟ‬Models and problems in blood coagulation‫ޠ‬㧘‫ޟ‬Mathematical models for invasion processes‫ޠ‬⻠Ꮷ㧦Miguel Herrero ᳁ (Universidad Complutense de Madrid)‫ޟ‬Collective behavior of micro-organisms induced by phototaxis‫ޠ‬⻠Ꮷ㧦Nobuhiko J. Suematsu ᳁ (Hiroshima University)‫ޟ‬Mathematical models and pattern formation in chemotaxis‫ޠ‬⻠Ꮷ㧦Hyung Ju Hwang ᳁ (Pohang University of Science and Technology)‫ޟ‬Fractal analysis of electrocardiogram (ECG) and electroencephalogram (EEG)‫ޠ‬⻠Ꮷ㧦Sy-Sang Liaw ᳁ (National Chung Hsing University)‫ޟ‬Locomotion of animals‫ޠ‬⻠Ꮷ㧦Ryo Kobayashi ᳁(Hiroshima University)‫ޟ‬An equation of motion forcell-based morphogenesis‫ޠ‬⻠Ꮷ㧦Hisao Honda ᳁ (Hyogo University)‫ޟ‬Self-organization in biological systems‫ޠ‬⻠Ꮷ㧦Masayasu Mimura ᳁ (Meiji University)

4.4.4
Advanced Mathematical
MathematicalSciences
SciencesIIII
4.4.4 Advanced‫ޟ‬Industrial Mathematics:「Industrial
Mathematics:AAcourse
courseininsolving
solvingreal
realworldworldproblems‫ޠ‬
problems」
ᣣᤨ㧦㧝㧜᦬㧞㧡ᣣ㨪㧞㧤ᣣࠦ࡯࠺ࠖࡀ࡯࠲࡯㧦ਃ᧛᣽ᵏ㧔᣿ᴦᄢቇ㧕36

36

‫ޟ‬Semiconductor manufacturing‫ޠ‬㧘‫ޟ‬Composite materials in industry‫ޠ‬㧘‫ޟ‬Aerosol dynamics in industry‫ޠ‬㧘‫ޟ‬The electrophotographic system‫ޠ‬⻠Ꮷ㧦Avner Friedman ᳁ (The Ohio State University)‫ޟ‬Ethology of an amoeba - Physiology and mathematical modeling‫ޠ‬⻠Ꮷ㧦Toshiyuki Nakagaki ᳁ (Future University Hakodate)‫ޟ‬Spatio-temporal pattern of fluid and its application to construct a hierarchic structure‫ޠ‬⻠Ꮷ㧦Nobuhiko J. Suematsu ᳁ (Meiji University)‫ޟ‬Mathematical Modeling toward Alleviating Traffic Jam‫ޠ‬⻠Ꮷ㧦Akiyasu Tomoeda ᳁ (Meiji University)‫ޟ‬Collaboration between clinical medicine and mathematical sciences- Cortex dynamics related to thoracic aortic aneurysms-‫ޠ‬⻠Ꮷ㧦Hiroshi Suito ᳁ (Okayama University)‫ޟ‬Inverse Problems and Applications‫ޠ‬㧘‫ޟ‬Some applications of Image Processing to digital images‫ޠ‬⻠Ꮷ㧦Jaime H. Ortega ᳁ (Universidad de Chile)‫ޟ‬On Powder and Granular Materials for Industrial Application‫ޠ‬⻠Ꮷ㧦Chiyori Urabe ᳁ (Meiji University)‫ޟ‬An alternative way of financing business firms‫ޠ‬⻠Ꮷ㧦Hideki Takayasu ᳁ (Sony Computer Science Laboratories, Inc. )‫ޟ‬Quenching Problem Arising in Micro-electro Mechanical Systems‫ޠ‬⻠Ꮷ㧦Jong-Shenq Guo ᳁ (National Taiwan Normal University)‫ޟ‬Industrial Mathematics and Related Topics‫ޠ‬⻠Ꮷ㧦Masayasu Mimura ᳁ (Meiji University)

4.5 MIMS
4.5
MIMS Ph.D.ࡊࡠࠣ࡜ࡓ‫ޟ‬ඳ჻ቇ૏⺧᳞⺰ᢥ⺑᣿ળ‫ޠ‬
Ph.D. プログラム「博士学位請求論文説明会」‫ޟ‬Evolutionary Invasion Analvsis in Ecosystems 㧔⸶㧦↢ᘒ♽ߩㅴൻଚ౉⸃ᨆ㧕‫ޠ‬ᣣᤨ㧦 㧝᦬㧝㧞ᣣ᳁ฬ㧦␲ ᑪ㧔ZU JIAN㧕
࡮ඳ჻ᓟᦼ⺖⒟㧔
㧔MIMS Ph.D.㧕㧞ᐕᚲዻ㧦ᄢቇ㒮ℂᎿቇ⎇ⓥ⑼ ၮ␆ℂᎿቇኾ᡹

4.6
イベント
4.6 ࠗࡌࡦ࠻
4.6.1 ࠃ߁ߎߘ㧍⃻⽎ᢙℂቇߩ਎⇇߳‫ߩ‛↢ޟ‬ᮨ᭽߆ࠄੱߩ␠ળᵴേ߹ߢ‫ޠ‬
4.6.1
ようこそ！現象数理学の世界へ「生物の模様から人の社会活動まで」㐿௅ᦼ㑆㧦㧝㧝᦬㧝㧟ᣣ㨪㧞㧤ᣣ㐿௅႐ᚲ㧦᣿ᴦᄢቇ↢↰࿑ᦠ㙚 Gallery ZEROᜂᒰ⠪㧦ਃ᧛᣽ᵏ㧔᣿ᴦᄢቇ㧕37

37

4.6.2
オープン・インスティテュート
4.6.2 ࠝ࡯ࡊࡦ࡮ࠗࡦࠬ࠹ࠖ࠹ࡘ࡯࠻
̆2011―2011ᐕᐲ㐿⸳੍ቯᄢቇ㒮࡮వ┵ᢙℂ⑼ቇ⎇ⓥ⑼̆
年度開設予定大学院・先端数理科学研究科―╙㧝࿁㧦㧣᦬㧝㧠ᣣ╙㧞࿁㧦㧤᦬㧣ᣣ╙㧟࿁㧦㧝㧝᦬㧞㧢ᣣ‫․ޟ‬೎౏㐿⻠Ṷ㧦ᢙℂߢតࠆ↢߈‛ߩㅴൻ‫ޠ‬⻠Ꮷ㧦⧯㊁ ෹৻㇢ ᳁㧔᣿ᴦᄢቇ㧕‫․ޟ‬೎౏㐿⻠Ṷ㧦ᢙℂߢតࠆ㍲ⷡߩਇᕁ⼏‫ޠ‬⻠Ꮷ㧦᧖ේ ෘศ ᳁㧔᣿ᴦᄢቇ㧕38
38

5【2010
年度成果発表状況】
5‫ޣ‬2010 ᐕᐲᚑᨐ⊒⴫⁁ᴫ‫ޤ‬5.1
発表論文・著書
5.1 ⊒⴫⺰ᢥ࡮⪺ᦠ
5.1.1 ⺰ᢥ㧔ᩏ⺒޽ࠅ㧕
5.1.1
論文（査読あり）ၮ⋚ᢙℂㇱ㐷
ٟ ⬿㊁๺ᒾ
1.

K. Kurano and S. Nishi, Gorenstein isolated quotient singularities of odd prime
dimension are cyclic,to appear in Comm. in Alg..

2.

S. D. Cutkosky and K. Kurano, Asymptotic regularity of powers of ideals of points
in a weighted projective plane, Kyoto Journal of Math. {¥bf 51} (2011), 25-45.

3.

M. Hashimoto and K. Kurano, The canonical module of a Cox ring, to appear in
Kyoto Journal of Mathٟ ᫪ᧄᶈሶ
1.

Hiroko Morimoto, Heat convection equation with nonhomogeneous boundary
condition, Funkcialaj Ekvacioj, 53(2010) 213-229

ٟ ੑችᐢ๺
1.

C. Bandle䋬Y. Kabeya and H. Ninomiya䋬“Imperfect bifurcations in nonlinear
elliptic equations on spherical caps”䋬Communications on Pure and Applied
Analysis 9 No. 5䋬1189—1208 (2010)

2.

H. Murakawa and H. Ninomiya䋬“Fast reaction limit of a three-component
reaction-diffusion system”䋬Journal of Mathematical Analysis and Applications䋬379 No. 1䋬150-170 (2011)ٟ ੹㊁♿㓶
1.

Norio Konno and Takuya Machida, Limit theorems for quantum walks withmemory,Quantum

Information

andComputation,

Vol.10,No.11&12,

pp.1004-1017 (2010), arXiv:1004.0443
2.

Yusuke Ide and Norio Konno,
Continuous-time quantum walks on the threshold network model,
Mathematical Structures in Computer Science, Vol.20, pp.1079-1090 (2010),
arXiv:1003.0055

3.

Yutaka Shikano, Kota Chisaki, Etsuo Segawa and Norio Konno,
Emergence of randomness and arrow of time in quantum walks,3939

Physical Review A, Vol.81, 062129 (2010), arXiv:1001.3989
4.

Norio Konno, Quantum walks and elliptic integrals,
Mathematical Structures in Computer Science, Vol.20, pp.1091-1098 (2010),
arXiv:0912.4678

5.

Norio Konno, Localization of an inhomogeneous discrete-time quantum walk on
the line, Quantum Information Processing, Vol.9, No.3, pp.405-418 (2010),
arXiv:0908.2213

6.

Yusuke Ide, Norio Konno and Naoki Masuda,Statistical properties of ageneralized threshold network model,Methodology and Computing in Applied
Probability, Vol. 12, No. 3, pp.361-377 (2010), arXiv:0707.1744

ٟ ⷏↰ᐽੑ
1.

Koji Nishida and Bernd Ulrich, Computing j-multipilicities, Journal of Pure andApplied Algebra, 214 (No. 12), 2101-2110, 2010

ٟ ᷰㄝᢘ৻
1.

Satoshi Ohnishi and Kei-ichi Watanabe, Coefficient ideal of ideals generated bymonomials, Communications in Algebra {¥bf 39} (2011), 1563-1576

ٟ ㇳ ᔘൎ
1.

Jong-Shenq Guo and Chang-Hong Wu, Recent developments on wave propagationin 2-species competition systems,Discrete and Continuous Dynamical Systems Series B (to appear)ٟ 㜞ᯅ ੫1.

Ryo Takahashi, Diana White, Homological aspects of semidualizing modules,
Mathematica Scandinavica 106 (2010), no. 1, 5--22

2.

Ryo Takahashi, Siamak Yassemi; Yuji Yoshino, On existence of embeddings intomodules of finite homological dimensions, Proceedings of the American
Mathematical Society 138 (2010), no. 7, 2265--2268

3.

Ryo Takahashi, Classifying thick subcategories of the stable category of
Cohen-Macaulay modules, Advances in Mathematics 225 (2010), no. 4,2076--2116

4.

Ryo Takahashi, When is there a nontrivial extension-closed subcategory?, Journalof Algebra 331 (2011), no. 1, 388--399

5.

Ryo Takahashi, Contravariantly finite resolving subcategories over commutative
40

40

rings, American Journal of Mathematics 133 (2011), no. 2, 417--436
6.

Tokuji Araya, Kei-ichiro Iima, Ryo Takahashi, On the left perpendicular categoryof the modules of finite projective dimension, Communications in Algebra (toappear).

7.

Tokuji

Araya;

Kei-ichiro

Iima;

Ryo

Takahashi,

On

the

structureofCohen-Macaulay modules over hypersurfaces of countable Cohen-Macaulay
representation type (submitted)
8.

Ryo Takahashi, Classifying thick subcategories of derived categories and module
categories (submitted)

9.

Ryo Takahashi, Classifying resolving subcategories over a Cohen-Macaulay local
ring (submitted)

10. Osamu Iyama; Ryo Takahashi, Tilting and cluster tilting for quotient singularities(submitted)
ٟਛ᧛ᐘ↵
1.

N. C. Minh-ਛ᧛ᐘ↵,Unmixed monomial ideals of dimension two and their
Cohen-Macaulay properties. Comm. Algebra 38 Ꮞ, 1699-1714, 2010 ᐕ

2.

N. C. Minh ̆ਛ᧛ᐘ↵, Buchsbaumness of ordinary powers of two dimensionalsquare-free monomial ideals J. Algebra 327 Ꮞ, 292-306, 2011 ᐕ 1 ᦬

ٟ ᑝἑቬశ
1.

Munemitsu Hirose, Existence of global solutions to the Cauchy problem for somereaction-diffusion system, Differential and Integral Equations, Vol.23, No.7-8,
pp.671-684(2010)㩷ٟ ᣧဈ ᄥ㩷1.

Futoshi Hayasaka, Eero Hyry, On the Buchsbaum-Rim function of a parameter
module, Journal of Algebra, 327, 307--315, 2011

2.

Futoshi Hayasaka, Eero Hyry, A note on the Buchsbaum-Rim multiplicity of aparameter module, Proceedings of American Mathematical Society, 138, 545--551,
2010

ٟ ᰞ੗⑲ੱ
1.

Shiro Goto, Yosuke Horiuchi, and Hideto Sakurai, Sequentially
Cohen-Macaulayness versus parametric decomposition of powers of parameter41

41

ideals, J. Commutative Algebra, Vol. 2, No. 1 (2010), pp. 37--54.
2.

Shiro Goto, Jun Horiuchi, and Hideto Sakurai, Quasi-socle ideals in Buchsbaum
rings, Nagoya Math.J., Vol. 200 (2010), pp. 93--106ٟ ᄢ㑐৻⑲
1.

Shiro Goto and Kazuho Ozeki, The structure of Sally modules –towards atheory of non-Cohen-Macaulay cases -, Journal of Algebra, 324, p.2129-2165,
2010

2.

Shiro Goto and Kazuho Ozeki, Buchsbaumness in local rings possessing constant first Hilbert coefficients of parameters, Nagoya Mathematical Journal, 199, p.95-105, 2010

ٟ ዊᨋᔀᐔ
1.

Teppei Kobayashi , Takeshita's examples for Leray's Inequality, Hokkaido
Mathematical Journal, to appears㩷

2.

Teppei Kobayashi, Time periodic solutions of the Navier-Stokes equations undergeneral outflow condition in a two dimensional symmetric channel㪃 Hokkaido
Mathematical Journal, Vol.39, No.3, pp.291-316, 2010

ٟ ศ↰ዏᒾ
1.

T. Yoshida, RR=#BS via localization of index, Trends in Mathematics 12 (2010),
No. 1, 1-41. Also available at MIMS Technical Report No. 00029

2.

H. Fujita, M. Furuta, T. Yoshida, Torus fibrations and localization of index I, J.
Math. Sci. Univ. Tokyo 17 (2010) No. 1, 1-26. Also available at arXiv:0804.3258⃻⽎ᢙℂㇱ㐷ٟ ⨹Ꮉ ⮍
1.

⨹Ꮉ⮍䋬㊁ᧄᒄᐔ䋬“ኻ⹤ဳㅴൻ⸘▚䉕↪䈇䈢㕖✢ᒻ㗻↹௝⟤ⷰൻಣℂ䉲䉴䊁䊛䈫䈠䈱․ᕈ”䋬㔚᳇ቇળ⺰ᢥ⹹C䋬Vol.131䋬No.3䋬pp.576-583 (2011)2.

Yohei Katsuyama䋬Kaoru Arakawa䋬“Impulsive Noise Removal in Color Image
Using Interactive Evolutionary Computing”䋬IEICE TRANSACTIONS on
Fundamentals of Electronics䋬Communications and Computer Sciences Vol.E93-A
No.11䋬pp.2184-2192 (2010)3.

Yohei Katsuyama and Kaoru Arakawa䋬“Color Image Interpolation for Impulsive
Noise Removal Using Interactive Evolutionary Computing”䋬IEEE Proc. ISCIT
2010䋬pp.877-882 (2010)
42

42

4.

Tomo Nakai䋬Taro Okakura䋬and Kaoru Arakawa䋬“Face Recognition Across Age
Progression Using Block Matching Method”䋬IEEE Proc. ISCIT 2010䋬pp.620-625(2010)

5.

Akira Yoda䋬Yukihiro Iguchi and Kaoru Arakawa䋬“Development of Nonlinear
Filter Bank System for Real-Time Beautification of Facial Video Using GPGPU”䋬
IEEE Proc. ISCIT 2010䋬pp.18-23 (2010)

6.

Shuji Ohchi䋬Shinichiro Sumi䋬and Kaoru Arakawa䋬“A Nonlinear Filter System
for Beautifying Facial Images with Contrast Enhancement”䋬IEEE Proc. ISCIT
2010䋬pp.13-17 (2010)ٟ ₹ᧁਭᄦ
1.

Hisao Tamaki䋬“A Directed Path-Decomposition Approach to Exactly Identifying
Attractors of Boolean Networks”䋬Proc. 10th International Symposium on
Communication and Information Technologies䋬844-849 (2010)2.

Qian-Ping Gu䋬Hisao Tamaki䋬“Improved Bounds on the Planar Branchwidthwith Respect to the Largest Grid Minor Size”䋬Proc. 21st International
Symposium on Algorithms and Computation䋬ISAAC 2010䋬Proceedings䋬Part II /Edition 1 (2010)

3.

Yasuaki Kobayashi䋬Yuichiro Miyamoto䋬Hisao Tamaki䋬“k-Cyclic Orientations ofGraphs”䋬Proc. 21st International Symposium on Algorithms and Computation䋬
Proceedings䋬Part II (2010)ٟ ᐔጟ๺૫ሶ
1.

Y. Watanabe, W. Hiraoka, M. Igarashi, K. Ito, Y. Shimoyama, M. Horiuchi, T.
Yamamori, H. Yasui, M.Kuwabara, F. Inagaki and O. Inanami, A novel copper(II)coordination at His186 in full-length murine prion protein, Biochem. Biophys. Res.
Commun., 394, 522-528, 2010

ٟ ਃ᧛᣽ᵏ1.

J. Zu and M. Mimura䋬“The impact of Allee effect on a predator-prey system with
Holling type II functional response”䋬Applied Mathematics and Computation䋬217䋬
3542-3556 (2011)

2.

J. Zu䋬M. Mimura and Y. Takeuchi䋬“Adaptive evolution of foraging-related traits
in a predator–prey community”䋬J. Theor. Biol.䋬268䋬14-29 (2011)

3.

M. Henry䋬D. Hilhorst and M. Mimura䋬“A reaction-diffusion approximation to anarea preserving mean curvature flow coupled with a bulk equation”䋬Discrete and43

43

Continuous Dynamical Systems - Series S䋬4(1) (2011)
4.

A. Aotani䋬M. Mimura and T. Mollee䋬“A model aided understanding of spot
pattern formation in chemotactic E. coli colonies”䋬Japan J. Industrial andApplied Mathematics䋬27䋬5-22 (2010)

5.

A. Fasano䋬M. Mimura and M. Primicerio䋬“Modelling a slow smoldering
combustion process”䋬Math. Meth. Appl. Sci.䋬33䋬1211-1220 (2010)

6.

M. Bertsch䋬R. Dal Passo and M. Mimura䋬“A free boundary problem arising in a
simplified tumour growth model of contact inhibition”䋬Interfaces and Free
Boundaries䋬12䋬235-250 (2010)ٟ ะᲚ᡽↵
1.

Masahiro Tochio䋬Kyota Nakayama䋬Takahiko Arai䋬Shunsuke Nonaka䋬Masaru
Shiomi䋬Hiroo Kanamaru䋬Hideki Kojima䋬Hisao Toyama䋬Toshihiro Fujita䋬
Hiroshi Kasai䋬and Masao Mukaidono䋬“The implementation of Safety Basic
Assessor System to expand the awareness of safety complied with international
standards for engineers and non-engineers in Japan and Asian Countries”䋬The
6th International Conference on Safety of Industrial Automated Systems䋬
Tampere䋬Finland (2010)ٟ ᫪ ໪ਯ
1.

ศ↰ዏผ䋬᫪໪ਯ䋬“SVR䈱ᄙ⋡⊛ᦨㆡ㈩⟎䈮ኻ䈜䉎SPEA2䈫ᜰቯ୯䈱⋧㑐䉕⠨ᘦ䈚䈢䊝䊮䊁䉦䊦䊨䉲䊚䊠䊧䊷䉲䊢䊮䈱ㆡ↪”䋬㔚᳇ቇળ⺰ᢥ⹹䌂䋬131Ꮞ3ภ䋬pp.283-289 (2011)2.

ᄢᎹஜᄥ䋬᫪໪ਯ䋬“Advanced MOEPSO䈮䉋䉎CO2ឃ಴䉕⠨ᘦ䈚䈢ᄙ⋡⊛⚻ᷣ⽶⩄㈩ಽ”䋬㔚᳇ቇળ⺰ᢥ⹹䌂䋬131Ꮞ2ภ䋬pp.158-166 (2011)

3.

H. Mori and H. Kakuta䋬“A TS-based method for probabilistic reliability
evaluation in power systems”䋬Proc. of IEEE㩷 POWERCON 2010(CD-ROM)䋬 6
pages䋬Hangzhou䋬China (2010)

4.

H. Mori and T. Yoshida䋬“A new multi-objective meta-heuristics for distribution
network reconfigurations with SVRs”䋬Proc. of IEEE㩷 SMC 2010(CD-ROM)䋬 pp.
1467-1472䋬Istanbul䋬Turkey (2010)

5.

H. Mori and H. Kakuta䋬“A Multi-objective Memetic Algorithm for probabilistictransmission network expansion planning”䋬Proc. of IEEE SMC 2010(CD-ROM)䋬
pp. 1414–1419䋬Istanbul䋬Turkey (2010)

6.

H. Mori and K. Okawa䋬“Advanced MOEPSO-based Multi-objective
environmental Economic Load Dispatching”䋬Proc. of IEEE㩷 PES㩷GM2010(CD-ROM)䋬6 pages䋬Minneapolis䋬MN䋬USA (2010)
44

44

7.

H. Mori and H. Kakuta䋬“A new meta-heuristic method for probabilistictransmission network expansion planning”䋬Proc. of IEEE㩷 PES㩷GM2010(CD-ROM)䋬6 pages䋬Minneapolis䋬MN䋬USA (2010)

8.

H. Mori and K. Shimomugi䋬“A multi-objective meta-heuristic method for
distribution network optimization”䋬Proc. of IEEE㩷 ISCAS㩷 2010(CD-ROM)䋬
pp.3457 - 3460䋬Paris䋬France (2010)

9.

H. Mori and H. Kakuta䋬“A new meta-heuristic method for probabilistictransmission network expansion planning”䋬Proc. of IEEE㩷 T&D2010(CD-ROM)䋬
6 pages䋬New㩷 Orleans䋬LA䋬USA (2010)10. ⷺ↰ᐢ᮸䋬᫪໪ਯ䋬“⏕₸⊛ଏ⛎ା㗬ᐲ䉕⠨ᘦ䈚䈢MOMA䈮䉋䉎ᄙ⋡⊛ㅍ㔚♽⛔᜛ల⸘↹”䋬㔚᳇ቇળ⺰ᢥ⹹䌂䋬130Ꮞ12ภ䋬pp.1058-1066 (2010)11. ศ↰ዏผ䋬᫪໪ਯ䋬“SVR䉕⠨ᘦ䈚䈢㈩㔚♽⛔ౣ᭴ᚑ䈮ኻ䈜䉎ᣂ䈚䈇ᄙ⋡⊛䊜䉺䊍䊠䊷䊥䉴䊁䉞䉪䉴䈱㐿⊒”䋬㔚᳇ቇળ⺰ᢥ⹹䌂䋬130Ꮞ12ภ䋬pp.1083-1091 (2010)ٟ ศ᧛⧷ᕶ
1.

G. Yordanov, I. Trendafilva, H. Fukano, H. Yoshimura, C. Dushkin, Nanocrystal
growth of thioglycolate-coated cadmium telluride dots in aqueous medium,

Nanoscience & Nanotechnology, 10, 69-72, (2010)
2.

J. Moriya, M. Aizawa, and H. Yoshimura, Micro-CT of Porous Apatite Fiber
Scaffolds Studied by Projection X-ray Microscopy, AIP Conference Proceedings,
1365, 407-410 (2011)

3.

H. Fukano, T. Takahashi, M. Aizawa, and H. Yoshimura, Synthesis of Uniformand Dispersive Calcium Carbonate Nanoparticles in a Protein Cage throughControl of Electrostatic Potential, Inorganic Chemistry, 50, 6526-6532 (2011)4.

B. Boche, G. Yordanov, H. Yoshimura, C. Dushkin, Synthesis of ZnO Nanoparticles
in the Presence of Different Additives, Nanoscience & Nanotechnology, 11, 58-61(2011)

5.

G. Yordanov, H. Yoshimura, C. Dushkin, Characterization of CdTe nanocrystals
during their synthesis in liquid paraffin: optical properties and particle growth, J

Mater. Sci., 46, 2338–2344 (2011)ٟ 㐳ፉ๺⨃
1.

T. Suzuki, M. Muraoka, K. Nagashima, Foreign particle behavior at the growth interface oftetrahydrofuran clathrate hydrates, J. Crystal Growth, Vol. 318, p. 131-134, 2011

ٟ ⧯㊁෹৻㇢
45

45

1.

Wakano JY䋬Hauert C䋬“Pattern formation and chaos in spatial ecological public
goods games”䋬Journal of Theoretical Biology 268:30-38 (2011)2.

Kurokawa S䋬Wakano JY & Ihara Y䋬“Generous cooperators can outperform
non-generous cooperators when replacing a population of defectors”䋬Theoretical
Population Biology 77:257-262 (2010)ٟ ㆙⮮ື㇢
1.

K. Shimizu, M. Komuro and T. Endo, “Onset of the propagating pulse wave in aring of coupled oscillators”, NOLTA, IEICE, vol. 2, no. 1, pp. 139-151 (2011-01)ٟ ፉ↰ᓼਃ
1.

Kazuhiro Kubo and Tokuzo Shimada,Matrix diagonalization in the quantum
anisotropic Kepler problem,in Proceedings of the Fifteenth International

Symposium on Artificial Life and Robotics, pp. 541-544, 2010
ٟ ਛ၂ବਯ
1.

᪢⥪ᜏ਽㧘ᱞ↰శ৻㧘ਛ၂ବਯ㧘ዊᨋ ੫㧘⍹㤥┨ᄦ㧘⌀ᱜ☼⩶ᄌᒻ૕߆ࠄ⌕ᗐࠍᓧߚ⥄ᓞಽᢔ೙ᓮᣇ╷ߩታ㛎⊛ᬌ⸽㧘⸘᷹⥄േ೙ᓮቇળ⺰ᢥ㓸㧘46-11(2010),706-712

2.

Tanya Latty, Kai Pamsch, Kentaro Ito, Martin Middendorf, Toshiyuki Nakagaki,
Madeleine Beekman: “ Construction of seld-organized transportation networks inthe polydomous Argentine ant ”, Journal of The Royal Society, Interface,doi:10.1098/rsif.2010.0612, 20113.

Kei-ichi Ueda, Seiji Takagi, Yasumasa Nishiura, and Toshiyuki Nakagaki :“Mathematical model for contemplative amoeboid locomotion ”, Physical Review E,
accepted on 20101208

4.

Kentaro Ito, David Sumpter, Toshiyuki Nakagaki :“Risk management inspatiotemporally varying field by true slime mold ”, NOLTA (Nonlinear Theory
and AApplication)journal, IEICE. Vol.1, 26-36 (2010)5.

Umedachi Takuya, Koichi Takeda, Toshiyuki Nakagaki, Ryo Kobayashi, Akio
Ishiguro : “ A soft-bodied fluid-driven amoeboid robot inspired by plasmodium oftrue slime mold”, The proceedings of the 2010 IEEE/RSJ International
Conference on Intelligent Robots and Systems (IROS 2010), accepted on 16 June
2010

6.

Umedachi Takuya, Koichi Takeda, Toshiyuki Nakagaki, Ryo Kobayashi, Akio
Ishiguro :“Fully decentralized control of a soft-bodied robot inspired by true slime
mold ”, Biological Cybernetics, 102, 261-269 (2010)
46

46

7.

T. Yamamoto, S. Mitsuru, K. Takashi, M. Seiji, M. Yamaguchi, A. Tero, S. Takagi
and T. Nakagaki : “ Kinetic study of anti-viral ribavirin uptake mediated by
hCNT3 and hENT1 in Xenopus laevis oocytes ”, Biophysical Chemistry, 147,
59-65 (2010)

8.

Atsushi Tero, Toshiyuki Nakagaki, Kazutaka Toyabe, Kenji Yumiki and Ryo
Kobayashi : ”A method inspired by Physarum for solving the Steiner problem”,
International Journal of Unconventional Computing, 6, 109-123 (2010)9.

Yoshimi Tanaka, Toshiyuki Nakagaki:“Cellular computation realizing
intelligence of slime mold Physarum polycephalum”, Journal of Computational
and Theoretical Nanoscience, Vol. 8, 383-390 (2011-March)

10. Toshiyuki Nakagaki : “ Foraging behaviors and potential computational ability ofproblem-solving in an amoeba ”, Proceedings in Information and Communications
Technology (PICT2) Natural Computing, Proceedings of the 4th Int. Workshop on
Natural Computing, Ed. by F. Pepper, H. Umeo, N. Matsui, T. Isokawa, Springer,
42-54 (2010)
11. M. D. Fricker, D. Bebber, P. R. Darrah, M. Tlalka, S. C. Watkinson, L. Boddy, L.
Yiasoumis, H. M. Cartwright, A. Meskauskas, L. J. McNulty, D. Moore, D. M.
Smith, T. Nakagaki, C. Lee and J. Neil: ”Inspiration from microbes: from patterns
to networks”, Proceedings of the international workshop on Complex Agent-based
Dynamic Networks , to be published
12. T. Umedachi, K. Takeda, T. Nakagaki, R. Kobayashi and A. Ishiguro : “ Taming
Large Degrees of Freedom -A Case Study with an Amoeboid Robot- ”, The
proceedings of 2010 IEEE International Conference on Robotics and Automation(2010)ٟ ₺ ੩Ⓞ
1.

₺੩Ⓞ㧘ௌ೛ߩᏒ႐ᵹേᕈߩᛠីߣ㊄Ⲣᯏ㑐ߩ࡝ࠬࠢ▤ℂ߳ߩᔕ↪㧘ᣣᧄ㌁ⴕࡢ࡯ࠠࡦࠣࡍ࡯ࡄ࡯ࠪ࡝࡯࠭㧘2011ٟ ᧃ᧻ J. ାᒾ
1.

ᧃ᧻ J. ାᒾ䋬ਛ↰⡡䋬“ൻቇ෻ᔕ䈫‛⾰᜛ᢔ䈏↢䉂಴䈜䉝䊜䊮䊗䈱䉋䈉䈭ㆇേ”䋬ൻቇ䈫ᢎ⢒䊓䉾䊄䊤䉟䊮䋭ൻቇ㕖ᐔⴧ䈭䉌䈪䈲䈱േ䈐䉅䈱ൻቇ䈫ᢎ⢒ vol. 59䋬No.1䋬pp. 8-11
(2011)

2.

Nobuhiko J. Suematsu䋬Yumi Miyahara䋬Yui Matsuda䋬and Satoshi Nakata䋬“Self-Motion of a Benzoquinone Disk Coupled with a Redox Reaction”䋬 J. Phys.
Chem. C䋬114䋬13340-13344 (2010)
47

47

3.

Nobuhiko J. Suematsu䋬Akinori Awazu䋬Satoshi Nakata䋬and Hiraku Nishimori䋬
“Collective behaviour of inanimate boats”䋬Phys. Rev. E䋬81䋬056210 (2010)

4.

Nobuhiko J. Suematsu䋬Yumihiko Ikura䋬Masaharu Nagayama䋬Hiroyuki
Kitahata䋬Nao Kawagishi䋬Mai Murakami䋬and Satoshi Nakata䋬“Mode-switchingof the self-motion of a camphor boat depending on the diffusion distance of
camphor molecules”䋬J. Phys. Chem. C䋬144䋬9876-9882 (2010)ٟ ਛ᧛๺ᐘ
1.

Terumasa Tokunaga䋬Daisuke Ikeda䋬Kazuyuki Nakamura䋬Tomoyuki Higuchi䋬Akimasa Yoshikawa䋬Teiji Uozumi䋬Akiko Fujimoto䋬Akira Morioka䋬 Kiyohumi
Yumoto and CPMN group䋬“Detecting Precursory Events in Time Series Data by
an Extension of Singular Spectrum Transformation”䋬 Proceedings of the 10th
WSEAS International Conference on Applied Computer Science䋬pp.366-374(2010)

2.

Terumasa Tokunaga䋬Daisuke Ikeda䋬Kazuyuki Nakamura䋬Tomoyuki Higuchi䋬Akimasa Yoshikawa䋬Teiji Uozumi䋬Akiko Fujimoto䋬Akira Morioka䋬 Kiyohumi
Yumoto and CPMN group䋬“Onset Time Determination of Precursory Events ofSingular Spectrum Transformation”䋬International Journal of Circuits䋬Systems
and Signal processing䋬vol.5䋬pp.46-60 (2010)3.

ᓼ᳗ᣩ዁䋬ᳰ↰ᄢテ䋬ਛ᧛๺ᐘ䋬ᮘญ⍮ਯ䋬 ศᎹ㗼ᱜ䋬㝼૑⑓ม䋬⮮ᧄ᥏ሶ䋬᫪ጟᤘ䋬ḡరᷡᢥ䋬CPMN Group䋬“ᄌൻὐᬌ಴䉕ᔕ↪䈚䈢ᤨ♽೉䊂䊷䉺䈎䉌䈱⓭⊒⃻⽎䈱೨ళᬌ಴䉝䊦䉯䊥䉵䊛”䋬ᖱႎಣℂቇળ⺰ᢥ⹹䇸ᢙℂ䊝䊂䊦ൻ䈫ᔕ↪TOM䇹䋬2010-BIO-23Ꮞ䋬14ภ (2010)ٟ ⌀ේ ੳ1.

H. Mahara and T. Yamaguchi, Calculation of Entropy Balance Equation in a
Non-equilibrium Reaction-Diffusion system, Entropy, 12, 2436-2449, 2010㩷ٟ භㇱජ↱㩷
1.

Chiyori Urabe and Shinji Takesue, “Fracture toughness and maximum stress in adisordered lattice system”, Physical Review E, Vol.82, 016106 (2010)㩷
㩷ٟᧁਅୃ৻
1.

S.Kinoshita䋬H.Yamada䋬“Stability of Attracotrs in Biological Networks”䋬
Proceedings of International Symposium on Communications and Information
Technologies 2010䋬pp.839-843 (2010)48

48

ٟ ෹ᨑ᣿଻
1.

Ryosuke Nishi䋬Hiroshi Miki䋬Akiyasu Tomoeda䋬Daichi Yanagisawa and
Katsuhiro Nishinari䋬“Reversal of Travel Time between Zipper and Non-Zipper
Merging on Highway Traffic”䋬SICE Journal of Control䋬Measurement䋬and
System Integration䋬Vol.4 No.1䋬pp.4 (2011)2.

Daichi Yanagisawa䋬Ryosuke Nishi䋬Akiyasu Tomoeda䋬Kazumichi Ohtsuka䋬
Ayako Kimura䋬Yushi Suma and Katsuhiro Nishinari䋬“Study on Efficiency of
Evacuation with an Obstacle on Hexagonal Cell Space”䋬SICE Journal of Control䋬Measurement䋬and System Integration䋬Vol.3 No.6䋬pp.395-401(2010)

3.

Daichi Yanagisawa䋬Yuki Tanaka䋬Rui Jiang䋬Akiyasu Tomoeda䋬Kazumichi
Ohtsuka䋬Yushi Suma and Katsuhiro Nishinari䋬“Excluded Volume Effect in a
Pedestrian Queue”䋬Cellular Automata (Lecture Notes in Computer Science)䋬
Springer Berlin Heidelberg.䋬Vo (2010)

4.

Ryosuke Nishi䋬Hiroshi Miki䋬Akiyasu Tomoeda䋬Daichi Yanagisawa and
Katsuhiro Nishinari䋬“Inversion of Flux between Zipper and Non-Zipper Merginin Highway Traffic”䋬Cellular Automata (Lecture Notes in Computer Science)䋬
Springer Berlin Heidelberg.䋬V (2010)

5.

Akiyasu Tomoeda䋬Ryosuke Nishi and Katsuhiro Nishinari䋬“Clustering andTransport Efficiency in Public Conveyance System”䋬Cellular Automata (Lecture
Notes in Computer Science)䋬Springer Berlin Heidelberg.䋬Vol. 6350䋬pp.625-632(2010)

6.

Daichi Yanagisawa䋬Yuki Tanaka䋬Rui Jiang䋬Akiyasu Tomoeda䋬Kazumichi
Ohtsuka䋬Yushi Suma and Katsuhiro Nishinari䋬“Theoretical and Experimental
Study on Excluded Volume Effect in Pedestrian Queue”䋬SICE Annual Conference2010䋬IEEE Xplore䋬pp. 559–5 (2010)

7.

Ryosuke Nishi䋬 Hiroshi Miki䋬 Akiyasu Tomoeda䋬 Daichi Yanagisawa and
Katsuhiro Nishinari䋬“Simulation and Theoretical Comparison between 'Zipper'
and 'Non-Zipper' Merging”䋬Proceedings in Information and Communications
Technology 2䋬Springer Japan䋬pp.24 (2010)8.

Daichi Yanagisawa䋬Yushi Suma䋬Akiyasu Tomoeda䋬Ayako Kimura䋬Kazumichi
Ohtsuka and Katsuhiro Nishinari䋬“Methods for Shortening Waiting Time in
Walking-Distance introduced Queueing Systems”䋬Proceedings in Information
and Communications Technology 2䋬Springer Japan䋬pp.372-379 (2010)9.

Akiyasu Tomoeda䋬Daisuke Shamoto䋬Ryosuke Nishi䋬Kazumichi Ohtsuka and
Katsuhiro Nishinari䋬“A Compressible Fluid Model for Traffic Flow and Nonlinear
Saturation of Perturbation Growth”䋬Proceedings in Information and49

49

Communications Technology 2䋬Springer Japan䋬pp.308-315 (2010)
10. K. Nishinari䋬Y. Suma䋬D. Yanagisawa䋬A. Tomoeda䋬A. Kimura and R. Nishi䋬
“Toward Smooth Movement of Crowd”䋬Pedestrian and Evacuation Dynamics
2008䋬Springer Berlin Heidelberg䋬pp.293-308 (2010)
11. D. Yanagisawa䋬A. Tomoeda and K. Nishinari䋬“Conflicts at an Exit in Pedestrian
Dynamics”䋬Pedestrian and Evacuation Dynamics 2008. Springer Berlin
Heidelberg䋬pp.491-502 (2010)
12. A. Tomoeda䋬D. Yanagisawa䋬and K. Nishinari䋬“Analysis on the Propagation
Speed of Pedestrian Reaction: the Velocity of Starting wave and Stopping wave”䋬
Pedestrian and Evacuation Dynamics 2008䋬Springer Berlin Heidelberg䋬
pp.285-290 (2010)
13. Daichi Yanagisawa䋬Akiyasu Tomoeda䋬Rui Jiang and Katsuhiro Nishinari䋬“Excluded volume effect in queueing theory”䋬JSIAM Letters䋬Vol.2䋬pp. 61-64(2010)
ٟ ਛᯅ ᷤ1.

Nakahashi W.䋬“Evolution of learning capacities and learning levels”䋬Theoretical
Population Biology 78: 211-224 (2010)䂹 ㊁ᵤ⵨ผ
1.

R. Miresmaeili䋬N. Saintier䋬H. Notsu䋬J.-M. Olive䋬H. Kanayama䋬“One-way
coupled crystal plasticity-hydrogen diffusion simulation on artificial
microstructure”䋬Journal of Computational Science and Technology䋬vol.4䋬no.2䋬
pp.105-120 (2010)

2.

Q. Yao䋬H. Kanayama䋬H. Notsu䋬M. Ogino䋬“Balancing domain decomposition for
non-stationary incompressible flow problems using a characteristic-curve method”䋬
Journal of Computational Science and Technology䋬vol.4䋬no.2䋬pp.121-135 (2010)

3.

Q.H. Yao䋬H. Kanayama䋬M. Ogino䋬H. Notsu䋬“Incomplete balancing domain
decomposition for large scale 3-D non-stationary incompressible flow problems”䋬
IOP Conference Series: Materials Science and Engineering. vol.10䋬no.1䋬
doi:10.1088/1757-899X/10/1 (2010)ٟ ၳౝผᦶ
1.

᫪㊁⌀ℂ䋬ၳౝผᦶ㧘“᫪ᨋ೑↪ጁᱧ䈫┙࿾᧦ઙ䈏ዊⷙᮨ୘ੱ᦭ᨋ䈱▤ℂ⁁ᴫ䈮ਈ䈋䉎ᓇ㗀”䋬࿾ၞቇ⎇ⓥ 40: 143-155 (2010)50

50

ٟ ↸↰ᜏ਽
1.

Norio Konno and Takuya Machida,Limit theorems for quantum walks withmemory,Quantum Information and Computation,10㧔11&12㧕,pp.1004-1017㧘
㧔2010㧕

వ┵ᢙℂㇱ㐷
ٟ ⨲㊁ቢ਽
1.

Takahiro Miyoshi䋬Naoki Terada䋬Yosuke Matsumoto䋬Keiichiro Fukazawa䋬
Takayuki Umeda䋬and Kanya Kusano䋬“The HLLD Approximate Riemann Solver
for Magnetospheric Simulation”䋬IEEE Transactions on Plasma Science䋬38䋬9䋬
2236-2242 (2010)2.

Daikou Shiota䋬Kanya Kusano䋬Takahiro Miyoshi䋬and Kazunari Shibata䋬“MHD
modeling for Formation Process of Coronal Mass Ejections:Interaction between
Ejecting Flux Rope and Ambient Field”䋬The Astrophysical Journal䋬718䋬2䋬
1305-1314 (2010)ٟ ዊᨋ ੫1.

T. Miyaji䋬I. Ohnishi䋬R. Kobayashi and A. Takamatsu䋬“Mathematical analysis tocoupled oscillators system with a conservation law”䋬RIMS Kokyuroku Bessatsu䋬
B21: 129-147 (2010)

2.

M. Akiyama䋬A. Tero and R. Kobayashi䋬“A Mathematical Model Of Cleavage”䋬J.
Theor. Biol.䋬264(1) : 84-94 (2010)

3.

T. Umedachi䋬K. Takeda䋬T. Nakagaki䋬R. Kobayashi and A. Ishiguro䋬“Taming
Large Degrees of Freedom ―A Case Study with an Amoeboid Robot䋭”䋬The
proceedings of 2010 IEEE International Conference on Robotics and Automation(2010)

ٟ ⷏᫪ ᜏ
1.

Katsuki K.䋬Kikuchi M.䋬Nishimori H.䋬Endo N.䋬and Taniguchi K.䋬“Cellularmodel for sand dunes with saltation䋬avalanche and strong erosion: collisional
simulation of barhans”䋬Earth Surface Processes and Landforms䋬36 (2011)

2.

R. Kawai䋬S. Torigoe䋬K. Yoshida䋬A. Awazu䋬and H. Nishimori䋬“Effective
stochastic resonance under noise of heterogeneous amplitude”䋬Phys. Rev. E 82
(2010)

3.

H.Niiya䋬A.Awazu and H.Nishimori䋬“3Dimensional Dune Skeleton Model as a
Coupled Dynamical System of 2D Cross-Sections”䋬J. Phys. Soc.Jpn. (2010)

4.

Masashi Fujii䋬Akinori Awazu䋬and Hiraku Nishimori䋬“Saddle-node bifurcation
51

51

to jammed state for quasi-one-dimensional counter chemotactic flow”䋬Phys.Rev. E䋬
82 (2010)
5.

Nobuhiko J. Suematsu䋬Satoshi Nakata䋬Akinori Awazu䋬Hiraku Nishimori䋬
“Collective behaviour of inanimate boats”䋬Phys.Rev. E䋬81 (2010)6.

ൎᧁෘᚑ䋬⷏᫪ᜏ䋬“⍾ਐ䈱䉻䉟䊅䊚䉪䉴”䋬ᣣᧄ‛ℂቇળ⹹䋬65 (2010)ٟ ᧖ේෘศ
1.

K. Sugihara䋬“Spacial realization of Escher's impossible world”䋬Asian Pacific
Mathematics Newsletter䋬vol. 1䋬no. 1䋬pp. 1-5䋬(Printed ISBN 2010-3484) (2011)

2.

K. Sugihara䋬A. Okabe and T. Sato䋬“Computational method for the point cluster
analysis on networks”䋬GeoInformatica: Volume 15䋬Issue 1䋬 Page 167-189 (DOI:
10.1007/ s10707-009-0092-5) (2011)3.

Md. B. Haider䋬S. Imahori and K. Sugihara䋬“Success guaranteed routing inalmost Delaunay planar nets for wireless sensor communication”䋬International
Journal of Sensor Networks䋬vol. 9䋬no. 2䋬pp. 69-75 (2011)

4.

Hidenori Fujii and K. Sugihara䋬“Properties and an approximation algorithm ofround-tour Voronoi diagrams”䋬Transactions on Computational Science IX䋬
(Editors: M. L. Gavrilova and C. J. Kenneth Tan) 䋬Special Issue on Voronoi
Diagrams in Science and Enginee (2010)5.

Deok-Soo Kim 䋬 Youngsong Cho and Kokichi Sugihara 䋬 “Quasi-worlds andQuasi-operators on Quasi-triangulations”䋬Computer-Aided Design䋬vol. 42䋬pp.
874--888䋬(2010)

6.

D.-S. Kim 䋬 Y. Cho 䋬 K. Sugihara 䋬 J. Ryu 䋬 and D. Kim 䋬 “Three-dimensional
beta-shapes and beta-cmplexes via quasi-triangulation”䋬Computer-Aided Design䋬
vol. 42䋬pp. 911--929䋬(2010)ٟ ᩊ↰㆐ᄦ
1.

Nishikawa M䋬Shibata T䋬“Nonadaptive Fluctuation in an Adaptive Sensory
System: Bacterial Chemoreceptor”䋬PLoS ONE 5(6): e11224.
doi:10.1371/journal.pone.0011224 (2010)

2.

Ochiai H䋬Fujita K䋬Suzuki K䋬Nishikawa M䋬Shibata T䋬Sakamoto N. andYamamoto T䋬“Targeted mutagenesis in the sea urchin embryo using zinc-finger
nucleases”䋬Genes Cells䋬15䋬875–885 (2010)3.

Yoshiyuki Arai䋬Tatsuo Shibata䋬Satomi Matsuoka䋬Masayuki Sato䋬Toshio
Yanagida and Masahiro Ueda䋬“Self-organization of the phosphatidylinositol
lipids signaling system for random cell migration”䋬Proc. Natl. Acad. Sci. U.S.A.
52

52

107 12399–12404 (2010)
4.

Yasuaki Kobayashi䋬Tatsuo Shibata䋬Yoshiki Kuramoto䋬and Alexander S.
Mikhailov䋬“Evolutionary design of oscillatory genetic networks”䋬European
Physical Journal B䋬76䋬167–178 (2010)ٟ ᩕિ৻㇢
1.

S.-I. Ei and H. Matsuzawa, The motion of a transition layer for a bistable reaction
diffusion equation with heterogeneous environment, DCDS vol. 26, number 3,
March (2010), 901-921.

2.

H. Ikeda and S.-I. Ei, Front dynamics in heterogeneous diffusive media, Physica D
239 (2010), 1637-1649.

3.

Chao-Nien CHen, Shin-Ichiro Ei and Ya-Ping Lin, Turing Patterns andWavefronts for Reaction-Diffusion systems in an Infinite Channels, SIAM J. Appl.
Math. 70 No.8 (2010), 2822-2843.

4.

Chao-Nien Chen, Shin-Ichiro Ei, Ya-Ping Lin and Shin-Yin Kung, Standing Waves
Joiningwith

TuringPatterns

inFitzHugh-Nagumo

Type

Systems,

Communications in Partial Differential Equations, 36 (2011), 1-18.
5.

Shin-Ichiro Ei and Kunishige Ohgane, A new treatment for periodic solutions
and coupled oscillators, to appear in Kyushu J. Mathematics.

ٟ ⷏ᶆᑇ᡽
1.

K. Ueda, S. Takagi, Y. Nishiura and T. Nakagaki, “Mathematical model forcontemplative amoeboid locomotion”, Physical Review E, 83(2) (2011)

2.

T. Watanabe, K. Toyabe, M. Iima and Y. Nishiura, “Time-periodic travelingsolutions of localized convection cells in binary fluid mixture”, Theoretical andApplied Mechanics Japan, 59, 211-219 (2011)

3.

Y. Nishiura and T. Teramoto, “Collision dynamics in Dissipative Systems”,
Theoretical and Applied Mechanics Japan, 59, 13-25 (2011)ٟ ᩉ↰⧷ੑ
1.

Shota Sato and Eiji Yanagida, Forward self-similar solutions with a moving
singularity for a semilinear parabolic equation, Dic. Cont. Dyn. Systems 26 (2010),
313-331.

2.

Eiji Yanagida and Linghai Zhang, Speed of traveling waves in some
integro-differential equations, Japan J. Indust. Appl. Math. 27 (2010). 347-373.

5353ٟ ⧯⁜ ᔀ
1.

T.Wakasa䋬S.Yotsutani䋬“Asymptotic profiles of eigenfunctions for some
1-dimensional linearized eigenvalue problems”䋬Communications in Pure andApplied Analysis䋬Vol.9䋬no. 2䋬pp. 539-561 (2010)

5.1.2
論文（査読なし／投稿中）
5.1.2 ⺰ᢥ㧔ᩏ⺒ߥߒ㧛ᛩⓂਛ㧕ၮ⋚ᢙℂㇱ㐷ٟ 㒙ේ৻ᔒ
1.

㒙ේ৻ᔒ䋬ᢙቇ SNS ߩዉ౉ߣታ〣䋬ᢙᑼಣℂቇળ䋬2010 ᐕ 12 ᦬ٟ ㇳ ᔘൎ
1.

Jong-Shenq Guo, Some mathematical aspects of spiral wave pattern, preprintٟ 㜞ᯅ ੫1.

Tokuji Araya; Kei-ichiro Iima; Ryo Takahashi, Modules left orthogonal to modulesof finite projective dimension, Proceedings of the 43th Symposium on Ring Theory
and Representation Theory, 7--9, Symp. Ring Theory Represent Theory Organ.
Comm., Soja, 2011.

2.

Ryo Takahashi, Classifying resolving subcategories over a Cohen-Macaulay local
ring, Proceedings of the 32nd Symposium and the 6th Japan-Vietnam Joint
Seminar on Commutative Algebra, 241--250, 2011.

ٟᰞ੗⑲ੱ
1.

ᰞ੗⑲ੱ, Gorenstein ዪᚲⅣߣᡆ࠰࡯ࠢ࡞ࠗ࠺ࠕ࡞, ╙ 22 ࿁น឵Ⅳ⺰࠮ࡒ࠽࡯ႎ๔
㓸, 2010, pp. 95--100.

ٟ ᄢ㑐৻⑲
1.

Shiro Goto and Kazuho Ozeki, Uniform bounds for Hilbert coefficients ofparameters, Proceedings of The 32nd Symposium and The 6th Japan-Vietnam
Joint Seminar on Commutative Algebra, p.37-46, 2011 ᐕ.

2.

ᄢ㑐৻⑲㧘╙ 1 ࡅ࡞ࡌ࡞࠻ଥᢙߦࠃࠆࠗ࠺ࠕ࡞ߩಽ㘃ߦߟ޿ߡ㧘╙ 7 ࿁ᢙቇ✚ว⧯ᚻ⎇ⓥ㓸ળ࠹ࠢ࠾ࠞ࡞࡟ࡐ࡯࠻㧔ർᶏ㆏ᄢቇᢙቇ⻠ⓥ㍳㧕, Series #148, p.51-58, 2011
ᐕ.

3.

Kazuho Ozeki, The first Hilbert coefficients of parameters, Proceedings of 43rd
Symposium on Ring Theory and Representation Theory, p.43-52, 2011 ᐕ.

4.

Kazuho Ozeki, Buchsbaumness in local rings possessing constant first Hilbert5454

coefficients of parameters, Proceedings of The 5th Japan-Vietnam Joint Seminaron Commutative Algebra, p.239-243㧘2010 ᐕ.
5.

ᄢ㑐৻⑲, Ꮙ♽ࠗ࠺ࠕ࡞ߩ╙ 1 ࡅ࡞ࡌ࡞࠻ଥᢙߦࠃࠆዪᚲⅣߩಽ㘃ߦߟ޿ߡ. ╙ 22
࿁น឵Ⅳ⺰࠮ࡒ࠽࡯ႎ๔㓸㧘p.86-94, 2010 ᐕ.

ٟ ศ↰ዏᒾ
1.

H. Fujita, M. Furuta, T. Yoshida, Torus fibrations and localization of index III,UTMS Preprint Series 2010-11, 25 pages. Also available at arXiv:1008.5007.

⃻⽎ᢙℂㇱ㐷ٟ ⨹Ꮉ ⮍
1.

⨹Ꮉ⮍䋬䇼䊐䉢䊨䊷⸥ᔨ⻠Ṷ䇽“㕖✢ᒻ䊶⍮⊛ାภಣℂ䈱⎇ⓥ䈮㑐䉒䈦䈩 30 ᐕ䋬䈠䈚䈩䈖䉏䈎䉌”䋬㔚ሶᖱႎㅢାቇળᛛⴚ⎇ⓥႎ๔ Vol.110 No.445䋬SIS2010-62䋬pp.49-54 (2011)2.

⨹Ꮉ⮍䋬“㍲ⷡ䈫䊂䉞䉳䉺䊦䉣䉴䊁”䋬ᢙቇ䉶䊚䊅䊷䋬Vol.50 No.3䋬pp.28-33 (2011)3.

ൎጊᵗᐔ䋬⨹Ꮉ⮍䋬“ኻ⹤ဳㅴൻ⸘▚䉕↪䈇䈢䉦䊤䊷↹௝䉟䊮䊌䊦䉴ᕈ㔀㖸㒰෰䉲䉴䊁䊛㩷―⵬㑆ᴺ䈫䊜䊂䉞䉝䊮ಣℂ䈱⚵䉂ว䉒䈞―”䋬㔚ሶᖱႎㅢାቇળᛛⴚ⎇ⓥႎ๔ Vol.110
No.445䋬SIS2010-70䋬pp.91-96 (2011)4.

㣐⷗ᘕ৻㇢䋬ᄢ࿾⑲ᴦ䋬⨹Ꮉ⮍䋬“ኻ⹤ဳㅴൻ⸘▚䉕↪䈇䈢㗻↹௝ዊ㗻⟤ⷰൻ䉲䉴䊁䊛”䋬㔚ሶᖱႎㅢାቇળᛛⴚ⎇ⓥႎ๔ Vol.110 No.322䋬SIS2010-38䋬pp.17-22 (2010)5.

ᚭႦᘕ਽䋬ᣂ੗ජ⚔䋬⨹Ꮉ⮍䋬“⣖ᵄ⸃ᨆ䈮䉋䉎ᢥ┨㤩⺒ᤨ䈱ᗵᕈ⹏ଔ㩷 ―ᇦ૕䈮䉋䉎․ᕈ䈱㆑䈇―”䋬㔚ሶᖱႎㅢାቇળᛛⴚ⎇ⓥႎ๔ Vol.110 No.322䋬SIS2010-39䋬pp.23-28(2010)

ٟ ಿደᱞᤘ
1.

Takeaki KARIYA䋬“A CB (corporate bond) pricing model for deriving default
probabilities and recovery rates” 䋬(Technical Paper) 䋬NUS Risk Management
Institute䋬Monthly Workshops (2010)ٟ ะᲚ᡽↵1.

ะ Ლ ᡽ ↵ 䋬 “ ቟ ో ᛛ ⴚ 㕙 䈎 䉌 䉂 䈢 ᄌ ㆫ 䈫 ੹ ᓟ 䈱 ዷ ᦸ ” 䋬 ቟ ో 䈫 ஜ ᐽ 䋬 vol.12 䋬 No.1 䋬
pp.29-32䋬ਛᄩഭ௛ἴኂ㒐ᱛදળ (2011)2.

ะᲚ᡽↵䋬“䉮䊮䊏䊠䊷䉺቟ో䈫ᯏ⢻቟ో”䋬IEICE Fundamentals Review䋬Vol.4䋬No.2䋬
pp.129-135䋬㔚ሶᖱႎㅢାቇળ (2010)3.

ะᲚ᡽↵䋬“⚻ᐕഠൻ䉕㒐䈓቟ో⸳⸘”䋬↢ᵴ቟ో㩷 䉳䊞䊷䊅䊦㩷 ╙ 10 ภ䋬pp.8-11䋬⁛┙ⴕ᡽ᴺੱ㩷 ⵾ຠ⹏ଔᛛⴚၮ⋚ᯏ᭴ (2010)4.

ะᲚ᡽↵䋬“᣿ᴦᄢቇ䈮䈍䈔䉎቟ోቇᢎ⢒䈱⃻⁁”䋬ᣣᧄ቟ోቇᢎ⢒⎇ⓥળ⹹䋬Vol.3䋬
55

55

pp.33-38䋬ᣣᧄ቟ోቇᢎ⢒⎇ⓥળ (2010)5.

ะᲚ᡽↵䋬“ᯏ᪾቟ో䈱േะ䈫ഭ௛቟ోⴡ↢”䋬ഭ௛䈱⑼ቇ䋬Vo.65䋬NO.7䋬pp.4-7䋬ഭ௛⑼ቇ⎇ⓥᚲ (2010)6.

ะᲚ᡽↵䋬“䉣䊧䊔䊷䉺䈱቟ో⏕଻䈱䈅䉍ᣇ䈮䈧䈇䈩”䋬䉣䊧䊔䊷䉺⇇䋬Vo.45䋬No.178䋬
䋨␠䋩ᣣᧄ䉣䊧䊔䊷䉺දળ䋬pp.3䌾6 (2010)ٟ ᫪ ໪ਯ
1.

⮮↰ഃ䋬᫪໪ਯ䋬“ᄤ୥䊂䊥䊋䊁䉞䊑ᄾ⚂⸳⸘ᴺ䈱㐿⊒”䋬ᐔᚑ 22 ᐕ㔚᳇ቇળ B ㇱ㐷ᄢળ䋬⺰ᢥ䋬⺰ᢥ⇟ภ 25䋬਻Ꮊᄢቇ㩷 (2010)2.

ศ↰ዏผ䋬᫪໪ਯ䋬“SVR 䉕⠨ᘦ䈚䈢ᄙ⋡⊛♽⛔ౣ᭴ᚑ䈮ኻ䈜䉎ᣂ䈚䈇ᄙ⋡⊛䊜䉺䊍䊠䊷䊥䉴䊁䉞䉪䉴䈱㐿⊒”䋬ᐔᚑ 22 ᐕ㔚᳇ቇળ B ㇱ㐷ᄢળ䋬⺰ᢥ I䋬⺰ᢥ⇟ภ 39䋬਻Ꮊᄢቇ(2010)

3.

ศ↰ዏผ䋬᫪໪ਯ䋬“ᜰቯ୯䈱⋧㑐䉕⠨ᘦ䈚䈢ᄙ⋡⊛ SVR ᦨㆡ㈩⟎䈮ኻ䈜䉎 SPEA2 䈱ㆡ↪”䋬ᐔᚑ 22 ᐕ㔚᳇ቇળ B ㇱ㐷ᄢળ䋬⺰ᢥ I䋬⺰ᢥ⇟ภ 40䋬਻Ꮊᄢቇ (2010)4.

ᄢᎹஜᄥ䋬᫪໪ਯ䋬“Advanced MOEPSO 䈮䉋䉎 CO2 ឃ಴䉕⠨ᘦ䈚䈢ᄙ⋡⊛⚻ᷣ⽶⩄㈩ಽ”䋬ᐔᚑ 22 ᐕ㔚᳇ቇળ B ㇱ㐷ᄢળ䋬⺰ᢥ I䋬⺰ᢥ⇟ภ 35䋬਻Ꮊᄢቇ (2010)5.

ⷺ↰ᐢ᮸䋬᫪໪ਯ䋬“⏕₸⊛ଏ⛎ା㗬ᐲ䉕⠨ᘦ䈚䈢 MOMA 䈮䉋䉎ᄙ⋡⊛ㅍ㔚♽⛔᜛ల⸘↹”䋬ᐔᚑ 22 ᐕ㔚᳇ቇળ B ㇱ㐷ᄢળ䋬⺰ᢥ I䋬⺰ᢥ⇟ภ 55䋬਻Ꮊᄢቇ (2010)ٟੇ ቁᴦ
1.

ੇቁᴦ㧘଻቞ൻߔࠆᐕ㊄࡝ࠬࠢ▤ℂߦ㑐ߔࠆ৻⠨ኤ㧘᣿ᴦᄢቇࠣࡠ࡯ࡃ࡞ࡆࠫࡀࠬ⎇ⓥ⑼ MBS Review㧘6, 33-38㧘2010/03/31

ٟ ਄ጊᄢା
1.

਄ጊᄢା䋬“Gray-Scott 䊝䊂䊦䈱᭎ⷐ”䋬 ੩ㇺᄢቇᢙℂ⸃ᨆ⎇ⓥᚲ⻠ⓥ㍳ No.1680䋬
pp.1-4 (2010)ٟ ਛ၂ବਯ
1.

ਛ၂ବਯ̌☼⩶ߩ⸥ᙘߣㅅ޿ߩࠛ࠰ࡠࠫࠞ࡞࠳ࠗ࠽ࡒࠢࠬ̍੩ㇺᄢቇᢙℂ⸃ᨆ⎇ⓥ
ᚲ⻠ⓥ㍳NO.1704╙㧢࿁↢‛ᢙቇߩℂ⺰ߣߘߩᔕ↪(2010-8) 165-171ٟ ᧻ጊ⋥᮸
1.

᧻ጊ⋥᮸㧘଻㒾⽶ௌߩ⚻ᷣଔ୯⹏ଔߦኻᔕߒߚௌ೛଻᦭඙ಽഃ⸳ߩឭ⸒㧘㊄Ⲣ⽷᡽੐ᖱ㧘61 Ꮞ㧔42 ภ㧕㧘㨜42㧙45䋬2010.11

56

56

ٟ ₺ ੩Ⓞ
1.

₺੩Ⓞ㧘ઍᦧᵹേᕈᜰᮡ HLG ߩಽ⸃ߣ␠ௌࡊ࡜ࠗࠪࡦࠣ㧘MBS Review㧘╙ 7 Ꮞ㧘᣿ᴦᄢቇኾ㐷⡯ᄢቇ㒮ࠣࡠ࡯ࡃ࡞࡮ࡆࠫࡀࠬ⎇ⓥ⑼㧘19-27 㗁㧘2011ٟ ਛ᧛๺ᐘ
1.

ਛ᧛๺ᐘ䋬“⁁ᘒផቯ”䋬䉥䊕䊧䊷䉲䊢䊮䉵䊥䉰䊷䉼䋬Vol. 55, No. 7䋬pp. 433-434 (2010)ٟ ⌀ේ ੳ1.

⌀ේੳ䋬ጊญᥓᒾ䋬ࡄ࠲࡯ࡦᒻᚑߩᾲജቇ⊛ᜰᮡߦࠃࠆ⹏ଔ䋬ᢔㅺ♽ߩᢙℂ̆ࡄ࠲࡯ࡦࠍ⴫⃻ߔࠆẋㄭ⸃ߩ᭴ᚑ㧙 RIMS ⎇ⓥႎ๔㓸䋬1680䋬80-90䋬2010ٟ ᳗↰⵨૞
1.

㋈ᧁ⛋ሶ, ᤨ↰ືᔒ, ᾢ⼱৻㇢, ᳗↰⵨૞, ᩙ↰ᢘ, ᧛੗␭৻. ☸ሶጀߦု⋥ߦⴣ⓭ߔࠆ᷵ベߩᝄࠆ⥰޿. ᣣᧄᷙ⋧ᵹቇળᐕળ⻠Ṷળ⻠Ṷ⺰ᢥ㓸. 2009, 8,
p.80-81.

2.

᳗↰⵨૞, ᵹࠇࠍ⺃⿠ߔࠆ⚛ሶ㓸࿅ߩᵹേ᜼േ. ᣣᧄᵹ૕ജቇળᐕળ⻠Ṷ⺰ᢥ㓸. 2010, 9, p.194-195.

3.

᳗↰⵨૞, ⥄Ꮖផㅴߔࠆ‛૕㓸࿅ߩᵹ૕ജቇ. ੩ㇺᄢቇᢙℂ⸃ᨆ⎇ⓥᚲ⻠ⓥ㍳. 2011, 1724, p.75-80.

ٟ ㊁ᵤ⵨ผ
1.

Y. Mine䋬H. Notsu䋬“Hydrogen concentration at interphase boundary caused bystrain-induced martensitic transformation in austenitic stainless steel”䋬MIMS
Technical Report䋬no.27 (2010)ٟ ၳౝผᦶ
1.

Shiro Horiuchi䋬Hiroyuki Takasaki 䋬“Robust structural edge effect on animalgroup size and density”䋬MIMS Technical Report 30 (2010)

వ┵ᢙℂㇱ㐷
ٟ ⨲㊁ቢ਽
1.

ፉિ৻㇢䋬⨲㊁ቢ਽䋬“⿥᳓Ṣᴺ䈱᜸ᚢ─㔕ᓸ‛ℂㆊ⒟䈱䉲䊚䊠䊧䊷䉲䊢䊮”䋬⑼ቇ 9 ᦬ภ
Vol.80 No.9 (2010)2.

◩ፉ㩷 ᢘ䋬Ⴧ↰㩷 ᥓ䋬ਃᅢ↱⚐䋬⨲㊁ቢ਽䋬“ᣂᢙ୯䊝䊂䊥䊮䉫䈪ㄼ䉎ᄥ㓁䊐䊧䉝☸ሶടㅦᯏ᭴”䋬ᄤᢥ᦬ႎ 9 ᦬ภ Vol.103 No.9 (2010)

57

57

ٟ ዊᨋ ੫1.

ዊᨋ੫䋬“䊐䉢䊷䉵䊐䉞䊷䊦䊄ᴺ䈱䈍䉅䈚䉐䈘”䋬⸘▚Ꮏቇ䋬15(2) : 2287-2290 (2010)ٟ ⷏ᶆᑇ᡽
1.

⷏ᶆ ᑇ᡽, ኹᧄ ᢘ, ‫⍾ޟ‬Ṽൻ໧㗴ߩࡃࠬ࠲ࡉࡕ࠺࡞‫ޠ‬, ᢙℂ⑼ቇ, ࠨࠗࠛࡦࠬ␠,48(5), 70-77 (2010)

2.

T. Teramoto and Y. Nishiura , “Morphological characterization of the diblock
copolymer problem with topological computation”, Japan Journal of Industrial
and Applied Mathematics, 27(2), 175-190 (2010)

5.1.3 ⪺ᦠ
5.1.3
著書ၮ⋚ᢙℂㇱ㐷ٟ ⍾↰೑৻
1.

⍾↰೑৻䋬“⃻ઍᢙቇ䈻䈱㆏”䋬ጤᵄᦠᐫ䋬2010 ᐕٟ 㒙ේ৻ᔒ
1.

㒙ේ৻ᔒ䋬⠨߃ࠆ✢ᒻઍᢙ䋬ᢙቇᦠᚱ䋬᧲੩䋬2010 ᐕ2.

㒙ේ৻ᔒ䋬‫౉ߢࡓ࡯ࠥޟ‬㐷ߔࠆ౮௝㘃⟲‫ޠ‬㧘ᢙቇ࠮ࡒ࠽࡯2010 ᐕ 4 ᦬,5 ᦬,6 ᦬ภ㧔ㅒ੗᳁ߣߩ࡝࡟࡯ၫ╩㧕

3.

㒙ේ৻ᔒ㧘
‫ߢ࡟ࠦ࡝ࡄޟ‬ᢙቇࠍ‫ޠ‬㧘ᢙቇ࠮ࡒ࠽࡯2010 ᐕ 6 ᦬ภ‫ޟ‬ะ߈ઃߌਇน⢻ߥᦛ㕙‫ޠ‬㧘ᢙℂ⑼ቇ 10 ᦬ภ

4.

㒙ේ৻ᔒ䋬‫ޟ‬෺ᦛᐞ૗ቇߣᐞ૗ࡄ࡜࠳ࠗࡓ‫ޠ‬㧘ᢙቇ࠮ࡒ࠽࡯2010 ᐕ 11 ᦬ภ⃻⽎ᢙℂㇱ㐷ٟ ะᲚ᡽↵1.

ะᲚ᡽↵⋙ୃ䋬ᣣᧄᯏ᪾Ꮏᬺㅪวળ✬䋬Ꮉᳰⶪ䋬ችፒᶈ৻⪺䋬“ᯏ᪾䊶⸳஻䈱䊥䉴䉪䉝䉶䉴䊜䊮䊃”䋬ᣣᧄⷙᩰදળ䋬308 䊕䊷䉳䋬 2011 ᐕ2.

ะᲚ᡽↵䋬ർ㊁ᄢ䋬ዊ᧻ේ᣿ື䋬⩵ᳰ㓷ผ䋬ጊᧄବ຦䋬ᄢᱞ⟵ੱ⪺䋬“䈭䈟䋬⵾ຠ੐᡿䈲⿠䈖䉎䈱䈎䌾りㄭ䈭⵾ຠ䈱቟ో䉕⠨䈋䉎䌾”䋬⎇ᚑ␠䋬214 䊕䊷䉳䋬2011 ᐕٟ ਛ၂ବਯ
1.

ਛ၂ବਯ㧘‫ߩߘ̆⩶☼ޟ‬㛳ߊߴ߈⍮ᕈ̆‫ޠ‬PHP ࠨࠗࠛࡦࠬࡢ࡯࡞࠼ᣂᦠ(2010-4)
1-198. PHP⎇ⓥᚲ

2.

ዊᨋ੫㧘ਛ၂ବਯ㧘̌⌀ᱜ☼⩶ߩㆇേߣ⍮ᕈ̍=ℂ⺰↢‛ቇ㧔ᦸ᦬ᢕ✬⪺㧕?Pp. 176-200,
2011 ᐕ䋬౒┙಴ 5858

ٟ ᧻ጊ⋥᮸1.

᧻ጊ࡮㤥↰䋬↢๮଻㒾ᢙℂ߳ߩ⏕₸⺰⊛ࠕࡊࡠ࡯࠴䋬ၭ㘑㙚䋬ᣣᧄ䋬20102.

᧻ጊ࡮㤥↰䋬㧔ઁ㧕䋬ࠕࠢ࠴ࡘࠕ࡝࡯ᢙቇ౉㐷䋬ᣣᧄ⹏⺰␠䋬ᣣᧄ䋬2010ٟ ෹ᨑ᣿଻
1.

Akiyasu Tomoeda䋬“Unified analysis on Shock Wave Formation in Traffic Jam”䋬
VDM Publishing House Ltd.䋬2010 ᐕవ┵ᢙℂㇱ㐷ٟ ዊᨋ ੫1.

ዊᨋ੫䋬ਛ၂ ବਯ䋬“⌀ᕈ☼⩶䈱ㆇേ䈫⍮ᕈ”䋬ℂ⺰↢‛ቇ䋨ᦸ᦬ᢕผ✬㓸䋩䋬౒┙಴䋬╙䋳┨䋵▵䉕ಽᜂၫ╩ : 176-201䋬2011 ᐕٟ ᧖ේෘศ
1.

᧖ේෘศ䋬“䈣䉁䈚⛗䈱䊃䊥䉾䉪 --- ਇน⢻┙૕䉕น⢻䈮䈜䉎”䋬หੱㆬᦠ㩷 䋳䋴䋬⑼ቇหੱ䋬2010 ᐕ

2.

᧖ේෘศ䋬“䉁䈘䈎䈱䈻䉖䈭┙૕”䋬⺈ᢥၴᣂశ␠䋬2010 ᐕ

3.

᧖ේෘศ䋬“䉣䉾䉲䊞䊷䊙䉳䉾䉪 --- 䈣䉁䈚⛗䈱਎⇇䉕ᢙℂ䈪⺒䉂⸃䈒”䋬᧲੩ᄢቇ಴

ળ䋬

2010 ᐕٟ ⷏ᶆᑇ᡽
1.

⷏ᶆ ᑇ᡽䋬‫↢ޟ‬ᚑ࡮વ៝࡮፣უߩࡄ࠲࡯ࡦ࠳ࠗ࠽ࡒࠢࠬ‫ޠ‬䋬⃻ઍ⇇㕙ࠦࡠࠗ࠼⑼ቇߩ
੐ౖ䋬ਣༀᩣᑼળ␠䋬264-266 (2010)

59

59

5.2
講演
5.2 ⻠Ṷ
5.2.1
基調・招待講演5.2.1 ၮ⺞࡮᜗ᓙ⻠Ṷၮ⋚ᢙℂㇱ㐷
ٟ ⬿㊁๺ᒾ
1.

⬿㊁๺ᒾ, Workshop on Local Rings and Local Study of Algebraic Varieties ‫ޟ‬The
canonical module of a Cox ring‫ޠ‬ICTP in Trieste, Italy, 2010 ᐕ 6 ᦬ 10 ᣣ㧔㊄㧕

2.

⬿㊁๺ᒾ,╙㧟㧞࿁น឵Ⅳ⺰ࠪࡦࡐࠫ࠙ࡓ࡮╙㧢࿁ JV ࠮ࡒ࠽࡯‫ޟ‬Canonical module ofmulti-section rings‫ޠ‬IPC ↢↥ᕈ࿖㓙੤ᵹ࠮ࡦ࠲࡯, 2010 ᐕ 12 ᦬ 16 ᣣ㧔ᧁ㧕3.

⬿ ㊁ ๺ ᒾ , 2011 NIMS hot topics workshop on "Computational Aspects on
Birational Geometry"‫ޟ‬Asymptotic behavior of powers of ideals‫ޠ‬, NIMS, Daejeon,
㖧࿖, 2011 ᐕ 3 ᦬ 31 ᣣ㧔ᧁ㧕

ٟ ੹㊁♿㓶
1.

੹㊁♿㓶, 㕖৻᭽ߥⅣႺਅߢߩ㊂ሶ࠙ࠜ࡯ࠢߩ᜼േ, 㕖✢ᒻ‛ℂߩᣂዷ㐿, ߅⨥ߩ᳓ᅚሶᄢቇ, 2011 ᐕ 3 ᦬ 8 ᣣ2.

੹㊁♿㓶, ㊂ሶ࠙ࠜ࡯ࠢ࡮દේ࠯࡯࠲㑐ᢙ࡮ࠣ࡜ࡈߩหဳᕈ, ή㒢☸ሶ♽‫₸⏕ޔ‬႐ߩ⻉໧㗴 VI, ᄹ⦟ᅚሶᄢቇ, 2011 ᐕ 2 ᦬ 6 ᣣ3.

੹㊁♿㓶, Stationary measures and limit theorems of quantum walks with one
defect, The 6th Jikji Workshop: Infinite Dimensional Analysis and Quantum
Probability, NIMS (㖧࿖), 2011 ᐕ 1 ᦬ 11 ᣣ

4.

੹㊁♿㓶, ⶄ㔀ࡀ࠶࠻ࡢ࡯ࠢ਄ߩᢙℂࡕ࠺࡞ዊ᥊, ⶄ㔀ࠪࠬ࠹ࡓߩࡀ࠶࠻ࡢ࡯ࠢ⑼ቇ
⎇ⓥળ, ᖱႎㅢା⎇ⓥᯏ᭴, 2010 ᐕ 11 ᦬ 29 ᣣ5.

੹㊁♿㓶, ㊂ሶ࠙ࠜ࡯ࠢߩᢙℂ, ᣣᧄᢙቇળ㧔2010 ᐕᐲ⑺ቄ✚วಽ⑼ળ㧕 ⛔⸘ᢙቇ
ಽ⑼ળ․೎⻠Ṷ), ฬฎደᄢቇ, 2010 ᐕ 9 ᦬ 23 ᣣ6.

੹㊁♿㓶, Localization of discrete-time 1D space-inhomogeneous quantum walks㧘
Academic Lecture, Suzhou University (⯃Ꮊᄢቇ), Phys. Dept., 2010 ᐕ 8 ᦬ 17 ᣣ

7.

੹㊁♿㓶, ㊂ሶ㈮ᱠᄸ⼄, GCOE Colloquium ╙ 12 ࿁ ⃻⽎ᢙℂ⺣⹤ળ, ᣿ᴦᄢቇ ↢↰ᩞ⥢, 2010 ᐕ 7 ᦬ 23 ᣣ8.

੹㊁♿㓶, Localization of the space-inhomogeneous discrete-time quantum walkon the line㧘Black Forest Focus on Soft Matter 3, 'Frontiers in Dynamics - from
Random to Quantum Walks", Freiburg Institute for Advanced Studies, 2010 ᐕ 6
᦬4ᣣ

ٟ ⷏↰ᐽੑ
1.

Koji Nishida, Noetherian and non-Noetherian symbolic Rees algebras, The 6thJapan-Vietnam Joint Seminar on Commutative Algebra, ␹ ᄹ Ꮉ ⋵ ㅟ ሶ Ꮢ ,60

60

(11-16.December.2010)ٟ ᷰㄝᢘ৻
1.

K.Watanabe, "A variant o f Wang's Theorem in positive charac ter istic","Commutative Algebra and its Interactions with Algebraic Geometry".
C.I.R.M, Luminy, 11/2-6..

2.

K.Watanabe, "Some topics on F-thresholds", Workshop on Local Rings and Local
Study of Algebraic Varieties, ICTP Trieste, 6/7-11, 2010.

3.

K.Watanabe, "Some topics on F-thresholds", Frobenius splitting conference,
Michigan University, Ann Arbor, May 17-22, 2010

ٟ ㇳ ᔘൎ
1.

Jong-Shenq Guo, Workshop on PDE Models of Biological Processes,NCTS,
National Tsing Hua University, Hsinchu, Taiwan, December 13-17, 2010.

2.

Jong-Shenq Guo, RIMS Symposium on Structures of Attractors in Dissipative
Systems,RIMS, Kyoto University, November 15-17, 2010.

3.

Jong-Shenq Guo, Workshop on Interface Motion and Traveling Waves in Reaction
Diffusion Equations,Tongji University, Shanghai, China, October 13-14, 2010.

4.

Jong-Shenq Guo, Tutorial Lectures and International Workshop on Singular
Diffusion and Evolving Interfaces, Hokkaido University, Sapporo, Japan, August
2-6, 2010.

5.

Jong-Shenq Guo, 27th Kyushu Symposium on Partial Differential Equations,
Kyushu University, Fukuoka, Japan, January 25-27, 2010.

ٟ 㜞ᯅ ੫1.

Ryo Takahashi, Some classifications of resolving subcategories, Test problems forthe theory of finite dimensional algebras, Banff International Research Station,
Canada, September 16, 2010.

2.

㜞ᯅ ੫, Cohen-Macaulay ዪᚲⅣ਄ߩಽ⸃ㇱಽ࿤ߩಽ㘃, ᣣᧄᢙቇળઍᢙቇಽ⑼ળ․೎⻠Ṷ, ฬฎደᄢቇ, 2010 ᐕ 9 ᦬ 22 ᣣ.

ٟ ᣧဈ ᄥ1.

ᣧဈᄥ, ട⟲ߩࡉ࠶ࠢࠬࡃ࠙ࡓ࡮࡝ࡓ㑐ᢙ, ╙ 141 ࿁ᢙℂᖱႎ⑼ቇ⺣⹤ળ, 㣮ఽፉᄢቇ, 2010 ᐕ 7 ᦬ٟ ᄢ㑐৻⑲
61

61

1.

K. Ozeki, ࿖㓙ળ⼏࡮᜗ᓙ⻠Ṷ, “Buchsbaumness in local rings possessing constantfirst Hilbert coefficients of parameters”, The 5th Japan-Vietnam Joint Seminar on
Commutative Algebra, Institute of Mathematics-Hanoi, Vietnam, (January, 2010)ٟ ศ↰ዏᒾ
1.

ศ↰ዏᒾ㧘Equivariant local index and quantization conjecture, ⎇ⓥ㓸ળ “Toric
geometry, Toric topology, and Combinatorics”㧘ᄢ㒋Ꮢ┙ᄢቇ㧘਎⹤ੱ㧦ᨓ↰ᐙ਽㧘
2010 ᐕ 12 ᦬㧚2.

ศ↰ዏᒾ㧘Torus fibrations and localization of index, The International Conference“Geometry, Topology, Algebra and Number Theory, Applications”, Steklov
Mathematical Institute of RAS and Moscow State University, ઍ⴫㧦V. Buchstaber,2010 ᐕ 8 ᦬㧚

3.

ศ↰ዏᒾ㧘Torus fibrations and localization of index, ╙㧡㧣࿁ᐞ૗ቇࠪࡦࡐࠫ࠙ࡓ㧘␹ᚭᄢቇ㧘ઍ⴫㧦ጊ↰శᄥ㇢㧘2010 ᐕ 8 ᦬㧚

4.

ศ↰ዏᒾ㧘Torus fibrations and localization of index, ⎇ⓥ㓸ળ̌㕖น឵ᐞ૗ߣᢙℂ‛ℂ̍㧘ᘮᔕ⟵Ⴖᄢቇ㧘਎⹤ੱ㧦㇭ᢅᤘ㧘2010 ᐕ 7 ᦬㧚

5.

ศ↰ ዏᒾ㧘Torus fibrations and localization of index, Workshop on Toric Topology
and Related Topics, Fudan University㧔਄ᶏ㧘ਛ࿖㧕, ਎⹤ੱ㧦Zhi Lü, Jiming Ma㧘
2010 ᐕ 5 ᦬㧚

6.

ศ↰ዏᒾ㧘Torus fibrations and localization of index, ᓸಽ࠻ࡐࡠࠫ࡯࠮ࡒ࠽࡯㧘੩ㇺᄢቇ㧘਎⹤ੱ㧦੖๧ᷡ♿㧘2010 ᐕ 4 ᦬㧚⃻⽎ᢙℂㇱ㐷ٟ ಿደᱞᤘ
1.

ಿ ደ ᱞ ᤘ 䋬 “A CB (Corporate Bond) Pricing Model for 㩷 Deriving Default
Probabilities and Recovery 㩷 Rates” 䋨 ᜗ ᓙ ⻠ Ṷ 䋩 䋬 Risk Management Institute 䋬National University of Singapore䋬2010 ᐕ 9 ᦬ 㩷2.

ಿ ደ ᱞ ᤘ 䋬 “A CB (Corporate Bond) Pricing Model for 㩷 Deriving Default
Probabilities and Recovery 㩷 Rates” 䋨 ᜗ ᓙ ⻠ Ṷ 䋩 䋬 International Symposium on
Financial Engineering and Risk Management2010 (FERM2010) 䋬 National
Taiwan University䋬2010 ᐕ 6 ᦬

ٟ ะᲚ᡽↵1.

ะᲚ᡽↵,߽ߩߠߊࠅ቟ోߦ߅ߌࠆၮᧄ᭎ᔨ 㨪ࠛ࡟ࡌ࡯࠲੐᡿ࠍ଀ߦߒߡ㨪․೎⻠Ṷᄢቇ㒮⎇ⓥᚑᨐ⊒⴫ળ᧲੩㔚ᯏᄢቇ2011-2-12

2.

ะᲚ᡽↵,቟ోߣ቟ᔃ߇ຠ⾰⚻༡ߩਛᔃߦߥࠆᤨઍ․೎⻠Ṷຠ⾰⚻༡࠻࠶ࡊࡑࡀࠫ
62

62

ࡔࡦ࠻ᄢળᣣᧄ⑼ቇᛛⴚㅪ⋖⚻࿅ㅪࡎ࡯࡞2010-11-1
3.

ะᲚ᡽↵,቟ోߣ࡝ࠬࠢࠕ࠮ࠬࡔࡦ࠻ߩၮᧄ․೎⻠Ṷ቟ోⴡ↢ᄢળടฎᎹഭ௛ၮḰදળ㜞⍾Ꮢ⑔␩଻ஜ࠮ࡦ࠲࡯2010-9-154.

ะᲚ᡽↵, ᯏ᪾቟ోߩขࠅ⚵ߺᒝൻߢ┹੎ജࠍ㨪ំࠆ߉ߥ޿߽ߩߠߊࠅ቟ో߳ߩឭ⸒
㨪․೎⸥ᔨ⻠Ṷࡑࠪࡦ࠷࡯࡞ࡈࠚࠕᄢ↰඙ᄢ↰඙↥ᬺࡊ࡜ࠩ2010-9-8

5.

ะᲚ᡽↵, ഭ௛቟ోⴡ↢ࡑࡀࠫࡔࡦ࠻ࠪࠬ࠹ࡓߦᦼᓙߐࠇࠆ߽ߩ․೎⻠Ṷ㧦ජ⪲⋵ᑪ⸳ᬺഭ௛ἴኂ㒐ᱛᄢળᑪ⸳ᬺഭ௛ἴኂ㒐ᱛදળජ⪲⋵ᡰㇱ੩ᚑࡎ࠹࡞ࡒ࡜ࡑ࡯
࡟2010-7-76.

ะᲚ᡽↵, ቟ో⸳⸘ߩၮᧄߣ࡝ࠬࠢࠕ࠮ࠬࡔࡦ࠻․೎⻠Ṷᐔᚑ 22 ᐕᐲᤐቄቇⴚ⻠Ṷᄢળᣣᧄ㕖⎕უ⹜㛎දળ᧲੩ࡈࠔ࠶࡚ࠪࡦ࠲࠙ࡦࡆ࡞2010-5-25

7.

Masao Mukaidono,From Fail-safe Logic to Three-valued Logic and fromThree-valued Logic to Fuzzy Logic,40th Anniversary of International Symposium
on Multiple-Valued Logic, Barcelona, Spain, 2010-5-27

8.

ะᲚ᡽↵, ቟ోߣ੐᡿⺞ᩏߩ޽ࠅᣇ㨪⥄േ࿁ォ࠼ࠕߣࠛ࡟ࡌ࡯࠲੐᡿ߦቇ߱㨪⸥ᔨ⻠Ṷຠ⾰ߣ቟ోᢥൻࡈࠜ࡯࡜ࡓ᣿ᴦᄢቇ⚡⚬㙚2010-5-18

9.

ะᲚ᡽↵, ሶߤ߽ߩ቟ోࠍ቞ࠆ␠ળߩᓎഀ㨪቟ోቇ߆ࠄߩⷞὐ㨪⸥ᔨ⻠Ṷሶߤ߽ߩ
቟ోߩ⎇ⓥࠣ࡞࡯ࡊ╙㧞࿁✚ળ ␠ ᣣᧄᛛⴚ჻ળࡈࠠ࠺╙ੑࡆ࡞2010-4-15

10. ะᲚ᡽↵ഭ௛቟ోⴡ↢ߦଥࠆᛛⴚേะ․೎⻠Ṷᐔᚑ 22 ᐕᐲో࿖቟ో࡮ⴡ↢▤ℂ჻
วห⎇ୃળਛᄩഭ௛ἴኂ㒐ᱛදળ቟ోⴡ↢✚วળ㙚2010-4-14
ٟ ᫪ ໪ਯ
1.

H. Mori 䋬 “A Meta-heuristic Approach to Probabilistic Transmission Network
Expansion Planning”䋬Invited Seminar at NSYSU(National Sun-Yat University;࿖┙ਛጊᄢቇ)䋬Kaohsiung䋬Taiwan䋬2010 ᐕ 5 ᦬

2.

H. Mori 䋬 “Estimating Casual Relationship in Load Forecasting with HybridIntelligent System” 䋬 Invited Seminar at CYCU( Chung Yuan Christian
University䋻ਛේᄢቇ)䋬Chung Li䋬Taiwan䋬2010 ᐕ 4 ᦬

ٟ ศ᧛⧷ᕶ
1.

Hideyuki Yoshimura, Nanoparticle arrays formed at water-air interface, 20th
Academic Symposium of MRS-J 2010, Yokohama Dec. 22 2010.

ٟ ⧯㊁෹৻㇢
1.

⧯㊁෹৻㇢䋬“Spatial Pattern Dynamics of Ecological Public Goods”䋨᜗ᓙ⻠Ṷ䋩䋬
Budapest䋬2010 ᐕ 10 ᦬6363ٟ ㆙⮮ື㇢
1.

T. Endo, “Onset and chaos of the propagating pulse wave in a ring of coupled
bistable oscillators”, The fifth Asia-Pacific workshop on chaos control andsynchronizationٟ ਛ၂ବਯ
1.

ਛ၂ବਯ,‫ߣߐ⾫ߩࡃ࡯ࡔࠕޟ‬ᖱႎಣℂ‫ޠ‬, ᣣᧄක≮ᖱႎቇળ㑐⷏ᡰㇱ㧛ᤐߩ⻠Ṷળ᜗ᓙ⻠Ṷ, ࠠࡖࡦࡄࠬࡊ࡜ࠩ੩ㇺ㧔2011-3-11㧕2.

ਛ၂ବਯ‫⸥ߩࡃ࡯ࡔࠕޟ‬ᙘߣㅅ޿‫ޠ‬, ੱᎿ⍮⢻ቇળ‫࠲࡯࠺ޟ‬ᜰะ᭴ᚑࡑࠗ࠾ࡦࠣߣࠪ
ࡒࡘ࡟࡯࡚ࠪࡦ⎇ⓥળ‫ࡓ࠙ࠫࡐࡦࠪࡈࠝࠢ࠶ࠠޠ‬, ᜗ᓙ⻠Ṷ, ᧲੩ᄢቇᎿቇㇱ2ภ㙚㧔2011-2-28㧕

3.

ਛ၂ବਯ, ‫⚦ޟ‬⢩ߩ⍮⊛ⴕേߣൻቇ࠳ࠗ࠽ࡒࠢࠬ‫ޠ‬ᢥㇱ⑼ቇ⋭⑼ቇ⎇ⓥ⾌ᣂቇⴚ㗔ၞ‫ޟ‬ಽሶ࠽ࡁࠪࠬ࠹ࡓߩഃ⊒⑼ቇ‫╙ޠ‬2࿁౏㐿ࠪࡦࡐࠫ࠙ࡓ᜗ᓙ⻠Ṷ, ᑪ▽ળ㙚ࡎ࡯࡞,᧲੩㧔2011-2-5㧕

4.

ਛ၂ବਯ,‫ⴕߩࡃ࡯ࡔࠕޟ‬േߦߺࠆ⾫ߐߣߘࠇࠍ߽ߚࠄߔ࠳ࠗ࠽ࡒࠢࠬ‫ޠ‬, ൻቇ♽ቇදળർᶏ㆏ᡰㇱ2011ᐕ౻ᦼ⎇ⓥ⊒⴫ળ, ․೎⻠Ṷ, ർᶏ㆏ᄢቇቇⴚ੤ᵹળ㙚㧔2011-2-1㧕5.

ਛ၂ବਯ, ‫ߣ࡯ࠫࡠ࠰ࠛߩ⩶☼ޟ‬㕖✢ᒻേജቇ‫╙ޠ‬20࿁㕖✢ᒻ෻ᔕߣදห⃻⽎⎇ⓥળ,㣮ఽፉᄢቇ㧔2010-01-8,9㧕Toshiyuki Nakagaki: Lecture in GCOE program
Industrial Mathematics, “ Ethology of an amoeba -physiology and mathematicalmodeling- ”, Meiji University, Tokyo, Japan㧔2010-10-25㧕

6.

ਛ၂ବਯ, ᧲ᵗືቇ⎇ⓥળ⻠Ṷળ㧙⃻ઍൻቇߩὶὐ㧛↢๮࡮⣖࡮ᔃ㧙‫ޟ‬න⚦⢩㧔ේᆎ↢๮૕㧕ߦቇ߱↢๮⍮ߩ߆ࠄߊࠅ‫ޠ‬,ವ㙚ࡠࡢࠫ࡯࡞ࡎ࠹࡞㧔2010-10-28㧕7.

ਛ၂ବਯ, ේ↢േ‛ቇળ⧯ᚻߩળࡢ࡯࡚ࠢࠪ࠶ࡊ,‫⨙ޠ࡯ࠫࡠ࠰ࠛߩ⩶☼ޟ‬ၔᄢቇ
㧔2010-11-5㧕8.

ਛ၂ବਯ,‫⚦ߩ⩶☼ߚ⷗ࠄ߆ࠬࠢࡒ࠽ࠗ࠳ߩ࡯࠲ࡑ࠻ࡈ࠰ޟ‬⢩ⴕേ‫ޠ‬੩ㇺᄢቇၮ␆‛ℂቇ⎇ⓥᚲ⎇ⓥળ‫ޟ‬㕖ᐔⴧំࠄ߉ߣ㓸࿅᜼േ‫ޠ‬, ੩ㇺᄢቇၮ␆‛ℂቇ⎇ⓥᚲ, 2010/11/20

9.

ਛ၂ବਯ, ㆏ᣂವ㙚᡽⚻ᢥൻᙣ⹤ળ,‫ੱޟ‬㑆ߣ☼⩶ ⍮ᕈߩḮᵹࠍតᬌߔࠆ‫ޠ‬ವ㙚ࡠࡢࠫ࡯࡞ࡎ࠹࡞, 2010/12/3

10. ਛ၂ବਯ,‫╙ޠ࡯ࠫࡠ࠰ࠛߩࡃ࡯ࡔࠕޟ‬㧡࿁ൻቇ↢ᘒቇ⎇ⓥળ, ವ㙚ḡߩᎹ᷷ᴰࡊ࡝ࡦ
ࠬࡎ࠹࡞ᷪ੪,㧔2010-6-11/12㧕
11. ਛ၂ବਯ, ዊᨋ੫,‫⌀ޟ‬ᱜ☼⩶ߩ⍮ᕈ‫ޠ‬ℂൻቇ⎇ⓥᚲ⚦⢩ࠪࠬ࠹ࡓࠦࡠࠠ࠙ࡓ‫ޟ‬ℂ⺰↢‛ቇ‫ޠ‬, ℂൻቇ⎇ⓥᚲᄢᴡౝ⸥ᔨࡎ࡯࡞,㧔2010-6-4㧕
12. ਛ၂ବਯ,‫‛↢ߣ࡯ࠫࡠ࠰ࠛߩ⩶☼ޟ‬ᖱႎಣℂ‫ޠ‬,GCOE࠮ࡒ࠽࡯੩ㇺᄢቇᖱႎቇ⎇ⓥ⑼㧔2010-11-18㧕
13. ਛ၂ବਯ,‫ޟ‬න⚦⢩ߩ⾫ߐࠍតࠆ‫ޠ‬, ⋵┙㕍᫪ਛᄩ㜞╬ቇᩞ಴೨᝼ᬺẗ2010-11-11ẘ
14. ਛ၂ବਯ, ౏┙ߪߎߛߡᧂ᧪ᄢቇࠨࠗࠛࡦࠬᄛ⹤‫ޟ‬න⚦⢩ߩ⾫ߐࠍតࠆ‫ޠ‬, ߪߎߛߡ6464↸ߠߊࠅ࠮ࡦ࠲࡯㧔2010-10-20㧕

15. ਛ၂ବਯ, ධർᶏ㆏ഃᚽ࠮ࡒ࠽࡯‫ޟ‬න⚦⢩ߩ⾫ߐࠍតࠆ‫ޠ‬, ᄢᴧ࿖㓙࠮ࡒ࠽࡯ࡂ࠙ࠬ
㧔2010-8-28㧕
16. ਛ၂ବਯ, ᗲ⍮⋵┙⼾↰⷏㜞ᩞഃ┙70๟ᐕ⸥ᔨੱ↢⻠Ṷળ‫⑼ޟ‬ቇ⠪ࠍᄞ⷗ߡ‫ޠ‬, ⼾↰Ꮢ᳃ᢥൻળ㙚㧔2010-7-13㧕
17. T. Nakagaki, “ Ethology of plasmodial amoeba of slime mold in relation to thecapacity of information processing in cell ”, 2nd GCOE International Symposiumof Animal Global Health. Special lecture. Obihiro University of Agriculture andVeterinary Medicine. April 4, 2010.
18. T. Nakagaki, “ Ethology of amoeba viewed from nonlinear dynamics ”, La 13e
Rencontre du Non-lineaire, Institut Henri Poincare (2010-3)
19. T. Nakagaki , “ Cell dynamics of smart behaviors in Physarum plasmodium ”
Woods Hole marine biology laboratory, Woods Hole, USA. September 29, 2010.
ٟ ᧻ጊ⋥᮸
1.

᧻ጊ⋥᮸,”⚻ᷣଔ୯ߣ଻㒾㧱㧾㧹” ,ᣣᧄ଻㒾ᐕ㊄࡝ࠬࠢቇળࡈࠜ࡯࡜ࡓ,᧲੩࡮ᄢᚻ
↸,2011.3.11

2.

Matsuyama.N,̌Insurance ERM from a Viewpoint of Risk Measure Theory̍,Sungard Tokyo City Day Insurance ERM Session, Sungard, Tokyo,2010.11.113.

᧻ጊ⋥᮸,”EU ࠰࡞ࡌࡦࠪ࡯Τߩᣣᧄߩ଻㒾ળ␠߳ߩࠗࡦࡊ࡝ࠤ࡯࡚ࠪࡦ”,UBS ଻㒾࠮ࡒ࠽࡯,UBS ⸽೛,᧲੩࡮ᄢᚻ↸,2010.7.14

ٟ ਛ᧛๺ᐘ
1.

ਛ᧛๺ᐘ䋬“ᄢⷙᮨ⃻⽎䊝䊂䊥䊮䉫䈫⛔⸘⑼ቇ”䋨᜗ᓙ⻠Ṷ䋩䋬⛔⸘䉰䊙䊷䉶䊚䊅䊷䋲䋰䋱䋰䋬䊖䊁䊦䉰䊮䊋䊧䊷ን჻⷗䋬㕒ጟ䋬2010 ᐕ 8 ᦬ٟ ⌀ේ ੳ1.

⌀ේੳ㪃 㕖ᐔⴧ෻ᔕ᜛ᢔ♽ߦ߅ߌࠆࠛࡦ࠻ࡠࡇ࡯ࡃ࡜ࡦࠬߩ⸘▚㪃 ࡢ࡯࡚ࠢࠪ࠶ࡊ
‫ޟ‬ഃ⊒⃻⽎ߩ਎⇇ 2‫ޠ‬2010 ᐕ 6 ᦬ 11 ᣣ㪃 ਻Ꮊᄢቇ

2.

T. Yamaguchi and H. Mahara, reversible Gray-Scott model as a tool ofthermodynamic investigation in Non-Equilibrium Chemical Systems,
International workshop on Far-From Equilibrium Dynamics, Jan 4th-8th, 2011,
Kyoto Univ.


65

65

ٟ භㇱජ↱1.

Chiyori Urabe and Shinji Takesue, “Fracture Toughness and Maximum Stress In
a Disordered Lattice System”, 2nd Workshop on Statistical Physics of Fracture andother Complex Systems, September 13th – 14th 2010, Debrecen, Hungary 㩷ٟ ෹ᨑ᣿଻
1.

෹ᨑ᣿଻㧘‫ޟ‬ゞߩᷦṛ⃻⽎ߣ࠮࡞ࠝ࡯࠻ࡑ࠻ࡦࡕ࠺࡞‫╙ޠ‬6 ࿁࠺ࠫ࠲࡞⸃ᨆቇ࠮ࡒ
࠽࡯㧘ᣧⒷ↰ᄢቇ㧘2010 ᐕ4 ᦬21 ᣣ

2.

෹ᨑ᣿଻㧘‫ޟ‬੤ㅢᷦṛ⃻⽎ߣᢙℂࡕ࠺࡞‫ޠ‬HMC㧔ർ㒽㧹୾ᭉㇱ㧕࠮ࡒ࠽࡯㧘㊄ᴛᄢ
ቇ㧘2010 ᐕ7᦬23ᣣ

3.

Akiyasu Tomoeda㧘“Public Conveyance Model and Application for Train
Network”,Seminar at Prof. Stefania Bandini Lab., The University of
Milano-Bicocca, Italy, Sep. 28, 2010.

4.

Akiyasu Tomoeda,“”Jamology” : Vehicles and Pedestrians”,Seminar on Partial
Differential Equations in Kinetic Theories, Isaac Newton Institute for Mathematical
Sciences, Cambridge, England, Dec. 2, 2010.

5.

෹ᨑ᣿଻㧘‫ࠆࠃߦ࡞࠺ࡕࡦ࠻ࡑ࠻࡯ࠝ࡞࠮ޟ‬੤ㅢᵹ⃻⽎ߩ⎇ⓥߣߘߩᔕ↪‫ޠ‬ᮮᵿ࿖┙ᄢቇ ੹㊁⎇ⓥቶ࠮ࡒ࠽࡯㧘ᮮᵿ࿖┙ᄢቇ㧘2010ᐕ12᦬14ᣣٟ ਛᯅ ᷤ1.

ਛᯅᷤ࡮ၳౝผᦶ,ኅᣖߩ⿠Ḯߩᢙℂࡕ࠺࡞, 2011 ᐕ 1 ᦬, ੩ㇺᄢቇੱ㘃ㅴൻ⺰࠯ࡒ੩ㇺ2.

ਛᯅᷤ, ੱ㘃ㅴൻߣᕈ, 2010 ᐕ 11 ᦬ ╙ 21 ࿁࠳࡯࠙ࠖࡦ࠮ࡒ࠽࡯, ᧲੩3.

ਛᯅᷤ, ቇ⠌⢻ജߣቇ⠌ᚢ⇛ߩㅴൻ, 2010 ᐕ 8 ᦬‫ޟ‬੤ᦧ഍‫ޠ‬B01 ⃰╙ 1 ࿁⃰ળ⼏, ᴒ✽ٟ ㊁ᵤ⵨ผ
1.

H. Notsu, Characteristics Finite Element Schemes for Flow Problems, Seminar on
mathematical sciences based on Mathematical models, Analysis and Simulation,
April 13.2010, Meiji University, Kawasaki.

2.

H. Notsu, A pressure-stabilized characteristics finite element scheme for the
Navier-Stokes equations, Czech-Japanese Seminar in Applied Mathematics,
September 2. 2010, Czech Technical University in Prague, Telč, Czech Republic.

3.

㊁ᵤ⵨ผ, ᵹࠇ໧㗴ߩߚ߼ߩᤨ㑆㜞ᰴ♖ᐲ․ᕈᦛ✢᦭㒢ⷐ⚛/Ꮕಽࠬࠠ࡯ࡓ, ᣧⒷ↰ᄢቇᢙቇ࡮ᔕᢙ⺣⹤ળ, 2010 ᐕ 9 ᦬ 28 ᣣ,ᣧⒷ↰ᄢቇ㧘᧲੩4.

㊁ᵤ⵨ผ, ․ᕈᦛ✢᦭㒢ⷐ⚛ᴺߩታ〣, ਻Ꮊᄢቇᢙ୯⸃ᨆ࠮ࡒ࠽࡯, 2010 ᐕ 11 ᦬ 1666

66

ᣣ, ਻Ꮊᄢቇ㧘⑔ጟ5.

㊁ᵤ⵨ผ, 㜞ຠ⾰․ᕈᦛ✢᦭㒢ⷐ⚛ᴺߩ㐿⊒, ᣿ᴦᄢቇࠣࡠ࡯ࡃ࡞ COE ⃻⽎ᢙℂ⧯ᚻࠪࡦࡐࠫ࠙ࡓ‫⥶ޟ‬ⓨᯏߩᢙℂ гᵹ૕ࡕ࠺࡞ߣᢙ୯⸃ᨆг‫ޠ‬,2011 ᐕ 1 ᦬ 13 ᣣ, ᣿ᴦ
ᄢቇ㧘Ꮉፒ

6.

H. Notsu, Characteristics finite element and difference schemes for flow problems.
The 2nd Japan-Taiwan joint workshop, February 26. 2011, Meiji University,
Kawasaki.

7.

㊁ᵤ⵨ผ, ․ᕈᦛ✢ᴺߦࠃࠆᵹࠇ໧㗴ߩᢙ୯ࠪࡒࡘ࡟࡯࡚ࠪࡦ,ർ㒽 M ୾ᭉㇱ࠮ࡒ࠽࡯, 2011 ᐕ 3 ᦬ 4 ᣣ, ㊄ᴛᄢቇ㧘㊄ᴛవ┵ᢙℂㇱ㐷
ٟ ⨲㊁ቢ਽
1.

Kusano䋬K䋬“What Triggers Magnetic Reconnection in Solar Flares? ”䋨᜗ᓙ⻠Ṷ䋩䋬US-Japan Workshop㩷 MR2010䋬ᄹ⦟ᣣ⥶䊖䊁䊦䋬2010 ᐕ 12 ᦬

2.

⨲㊁ቢ਽䋬ᴡ᧛ᵗผ䋬ᴡ㊁᣿↵䋬ፉિ৻㇢䋬“㔕ᒻᚑ䊜䉦䊆䉵䊛䈫ᄥ㓁ᵴേ䈮䈧䈇䈩”䋨᜗ᓙ⻠Ṷ䋩䋬䌊䌁䌘䌁䈧䈒䈳ቝቮ䉶䊮䉺䊷 䇺╙ 5 ࿁䇸࿾ᢥบ䈮䉋䉎䉰䉟䉣䊮䉴䇹䉲䊮䊘䉳䉡䊛 䌾 ᭂ㒢䉣䊈䊦䉩䊷ቝቮ‛ℂ䈎䉌࿾⃿⑼ቇ䉁䈪 䌾䇻䋬2010 ᐕ 11 ᦬

3.

⨲㊁ቢ਽䋬“2006 ᐕ 12 ᦬䈱ቝቮ፲䉟䊔䊮䊃㩷 CME 㚟േ䈮䈧䈇䈩”䋨᜗ᓙ⻠Ṷ䋩䋬ฬฎደᄢቇ䇺ᐔᚑ 22 ᐕᐲฬฎደᄢቇᄥ㓁࿾⃿ⅣႺ⎇ⓥᚲ⎇ⓥ㓸ળ䇸╙ 6 ࿁⏛᳇࿤-㔚㔌࿤ⶄว♽䈮䈍䈔䉎ኻᵹ䈮㑐䈜䉎⎇ⓥળ䇹䋬䇸䉰䊑䉴䊃䊷䊛㐿ᆎᯏ᭴⎇ⓥળ䇹䋬䇸STE ⃻⽎⸃ᨆ䊪䊷䉪䉲䊢䉾䊒䇹วห⎇ⓥળ䋬Convection䋬Substorm䋬and STE Joint Workshop䇻䋬2010 ᐕ 9 ᦬

4.

⨲㊁ቢ਽䋬⷏Ꮉᙗ᣿䋬“࿾⃿䉻䉟䊅䊝䈫ᄥ㓁䉻䉟䊅䊝 䈠䈱㐳ᦼᄌേ䈫ኻ⒓ᕈ”䋨᜗ᓙ⻠Ṷ䋩䋬ฬฎደᄢቇ ᄥ㓁ᄤ૕䉻䉟䊅䊝⎇ⓥળ䋨STEL䊶NSAOJ ⎇ⓥ㓸ળ䋩䋬2010 ᐕ 9 ᦬

5.

⨲㊁ቢ਽䋬ፉ િ৻㇢䋬“㔕䈫䊒䊤䉵䊙䈱䉲䊚䊠䊧䊷䉲䊢䊮”䋨᜗ᓙ⻠Ṷ䋩䋬ᩭⲢว⑼ቇ⎇ⓥᚲ䊶ฬฎደᎿᬺᄢቇ౒ห䉶䊚䊅䊷䇺䊚䉪䊨䉴䉬䊷䊦䈫䊙䉪䊨䉴䉬䊷䊦䈱㑐䉒䉍䈮䈧䈇䈩䇻䋬ᩭⲢว⑼ቇ⎇ⓥᚲ䋬2010 ᐕ 8 ᦬

6.

K.Kusano 䋬 N. Nishikawa 䋬 “On the Hemispheric Symmetricity in Rotating
Spherical Shell Dynamos”䋨᜗ᓙ⻠Ṷ䋩䋬࿖┙ᄤᢥบ Solar Dynamo Mini-Workshop䋬
2010 ᐕ 8 ᦬

7.

K.Kusano䋬T.Yamamoto䋬S.Inoue䋬D.Shiota䋬K.Nishida䋬R.Kataoka䋬“Data-driven
Modeling of Solar Storm” 䋨 ᜗ ᓙ ⻠ Ṷ 䋩 䋬 12th Quadrennial Symposium on
Solar-Terrestrial Physics䋬Berlin䋬2010 ᐕ 7 ᦬

8.

⨲㊁ቢ਽䋬“⺃ዉᣇ⒟ᑼ䈱ㅒ໧㗴䈫 䊐䊧䉝ᦸ㆙㏜䋬Inversion of Induction Equationand the Analysis of Data fromthe Solar Flare Telescope”䋨᜗ᓙ⻠Ṷ䋩䋬20th

Anniversary of the Solar Flare Telescope 'Recent Advances in Solar Observation
67

67

and Instrumentation' 䋬ਃ㣔䋬2010 ᐕ 7 ᦬
9.

⨲㊁ቢ਽䋬“Toward a Holistic Modeling of Cloud-Microphysics for Space Climate”
䋨᜗ᓙ⻠Ṷ䋩䋬੩ㇺᄢቇ CAWSES-II Kick-Off Symposium䋬2010 ᐕ 6 ᦬

10. Kanya Kusano 䋬 Satoshi Inoue 䋬 Daiko Shiota 䋬 Keisuke Nishida 䋬 Tetsuya t.
Yamamoto䋬Ryuho Kataoka䋬“Data-driven Modeling of Solar Storm”䋨᜗ᓙ⻠Ṷ䋩䋬
2010 ISPS Workshop䋬ᚑഞᄢቇ䋬บධ䋬2010 ᐕ 6 ᦬
11. ⨲㊁ቢ਽䋬“2006 ᐕ 12 ᦬ 13 ᣣᄥ㓁䊐䊧䉝䈱䊝䊂䊥䊮䉫⎇ⓥ䈮㑐䈜䉎䊧䊎䊠䊷 ”䋨᜗ᓙ⻠Ṷ䋩䋬᐀ᒛ䊜䉾䉶 ࿾⃿ᖺᤊㅪวᄢળ䋬2010 ᐕ 5 ᦬
12. ⨲㊁ቢ਽䋬“ฎᄥ㓁᳇୥ 1000 ᐕ䊝䊂䊦”䋨᜗ᓙ⻠Ṷ䋩䋬᐀ᒛ䊜䉾䉶 ࿾⃿ᖺᤊㅪวᄢળ䋬2010 ᐕ 5 ᦬
13. K.Kusano 䋬 K.Shibata 䋬 R.Kataoka 䋬 D.Shiota 䋬
T.Matsumoto 䋬 K.Nishida 䋬

S.Shima 䋬 T.Ogino 䋬

S.Inoue 䋬 T.Sugiyama 䋬“Modeling

Study

of

Solar-Terrestrial Environment System”䋨᜗ᓙ⻠Ṷ䋩䋬International Conference ofWorld Class University䋬䉸䉡䊦䋬2010 ᐕ 4 ᦬
14. ⨲㊁ቢ਽䋬“⑼ቇ໧㗴䈫䈚䈩䈱᷷ᥦൻ䉕䉄䈓䉎ⷞὐ”䋨᜗ᓙ⻠Ṷ䋩䋬ᣣᧄቇⴚળ⼏ ౏㐿䉲䊮䊘䉳䉡䊛䇸䌉䌐䌃䌃䋨᳇୥ᄌേ䈮㑐䈜䉎᡽ᐭ㑆䊌䊈䊦䋩໧㗴䈱ᬌ⸽䈫੹ᓟ䈱⑼ቇ䈱⺖㗴䇹䋬2010 ᐕ 4 ᦬
ٟ ⷏᫪ ᜏ1.

⷏᫪ᜏઁ䋬“䉝䊥䈱ㆇേ䈱ቯ㊂⊛⸃ᨆ䋭୘೎ㆇേ䈎䉌㓸࿅ណ㙄䉁䈪—”䋨᜗ᓙ⻠Ṷ䋩䋬ᣣᧄേ‛ⴕേቇળ╙䋲䋹࿁ᄢળ䋬㇊ⷓ䋬2010 ᐕ 11 ᦬

2.

H.Nishimori䋬“Reduced model for the Morphodynamics of Dunes”䋨᜗ᓙ⻠Ṷ䋩䋬
16th AIC Workshop䋬TOKYO䋬2010 ᐕ 7 ᦬

ٟ ᧖ේෘศ
1.

᧖ේෘศ䋬“䉣䉾䉲䊞䊷䊙䉳䉾䉪䈻䈱᜸ᚢ”䋨᜗ᓙ⻠Ṷ䋩䋬3 ᰴరᤋ௝䊐䉤䊷䊤䊛䇺㍲ⷞ䈏ᵴ䈎䈘䉏䉎਎⇇䋺⧓ⴚ䈫⑼ቇ䈱᨞䈔ᯅ䇻䉲䊮䊘䉳䉡䊛䋬⺰ᢥේⓂ䇸3D ᤋ௝䇹䋬Vo. 25䋬No. 1䋬pp.
38-45䋬┙๮㙚ᄢቇ䋬.2011 ᐕ 3 ᦬2.

᧖ේෘศ䋬“┙૕㍲ⷞ䈱ᭉ䈚䉂”䋨ၮ⺞⻠Ṷ䋩䋬䊎䉳䊠䉝䊥䉷䊷䉲䊢䊮䉮䊮䊐䉜䊧䊮䉴䋬2010 ᐕ
11 ᦬㩷 㩷3.

K. Sugihara䋬“Computational Illusion䋨᜗ᓙ⻠Ṷ䋩 --- How to Design Impossible
Solids and Impossible Motions. Invited talk”䋬Asian Conference on Design and
Digital Engineering䋬Jeju Island䋬Korea䋬August 25, 2010 ᐕ 8 ᦬ 25-28 ᣣٟ ⷏ᶆᑇ᡽
1.

Y. Nishiura and T. Teramoto, ̌ Rotational Motion of Traveling Spots in
68

68

Dissipative Systems ̍ , SIAM DSPDEs'10  -Emerging Topics in Dynamical
Systems and Partial Differential Equations-, Barcelona, Spain , 2010-05 㨪
2010-062.

⷏ᶆ ᑇ᡽,‫ޟ‬ᢔㅺ♽ߦ߅ߌࠆⴣ⓭ߩ਎⇇‫ޠ‬, ╙ 59 ࿁ℂ⺰ᔕ↪ജቇ⻠Ṷળ‫ޔ‬ᣣᧄቇⴚળ
⼏㧔᧲੩ㇺ᷼඙㧕,2010-06

3.

⷏ᶆ ᑇ᡽, ‫ޟ‬ㆫ⒖࠳ࠗ࠽ࡒࠢࠬߦ߅ߌࠆਇ቟ቯᕈߩᕁᗐ‫ޠ‬,2010 ᣣᧄᢙቇળ ⑺ቄ✚วಽ⑼ળ, ฬฎደᄢቇ, 2010-09 ‫ޞ‬ٟ ᩉ↰⧷ੑ
1.

Eiji Yanagida, Appearance of anomalous singularities in a semilinear parabolic
equation, 4th Euro-Japan Workshop on Blow-up, Lorentz Center, Leiden
University, Netherland, September 8, 2010.

2.

Eiji Yanagida, Appearance of anomalous singularities in a semilinear parabolic
equation, 1st Sino-Chilean Conference on Nonlinear Elliptic and Parabolic PDE,
Wuhan University (China), December 16, 2010.

5.2.2
口頭発表
5.2.2 ญ㗡⊒⴫ၮ⋚ᢙℂㇱ㐷ٟ ⍾↰೑৻
1.

⍾↰೑৻䋬“Diamond Twin”䋬੩ㇺᄢቇℂቇ⎇ⓥ⑼䋬2011 ᐕ 1 ᦬

2.

⍾↰೑৻䋬“Topological Crystallography”䋬੩ㇺᄢቇᢙℂ⸃ᨆ⎇ⓥᚲ䋬2011 ᐕ 1 ᦬

3.

⍾↰೑৻䋬“Diamond Twin”䋬ᢙℂ⸃ᨆ࿖㓙⎇ⓥ㓸ળ䋬䉺䉟䋬2010 ᐕ 12 ᦬

4.

⍾↰೑৻䋬“Diamond Twin”䋬䊐䉞䊥䊏䊮࿖┙ᄢቇ 100 ๟ᐕ⸥ᔨ⻠Ṷળ䋬2010 ᐕ 10 ᦬

5.

⍾↰೑৻䋬“Quantum walk”䋬䇸⏕₸⺰䈫ᐞ૗ቇ䇹䈱㓸ળ䋬᧲ർᄢቇℂቇ⎇ⓥ⑼䋬2010 ᐕ8᦬6.

⍾↰೑৻䋬“Quantum Walks”䋬Dartmouth College䋬☨࿖䋬2010 ᐕ 7 ᦬

7.

⍾↰೑৻䋬“Quantum Walks”䋬W. Mueller ᢎ᝼ㆶᥲ⸥ᔨ㓸ળ䋬2010 ᐕ 6 ᦬

ٟ᫪ᧄᶈሶ
1.

᫪ᧄᶈሶ, 㕖ᢧᰴႺ⇇᧦ઙߩ߽ߣߢߩ࠽ࡧࠖࠛ࡮ࠬ࠻࡯ࠢࠬᣇ⒟ᑼ, ᄹ⦟ᅚሶᄢቇ஍
ᓸಽᣇ⒟ᑼ⎇ⓥ㓸ળ, 2010 ᐕ 6 ᦬ 26--27 ᣣ2.

Hiroko Morimoto, Leray's inequality for 2-D symmetric domain, Technical
University of Darmstadt, 2010 ᐕ 8 ᦬ 31 ᣣ

3.

Hiroko Morimoto, On Leray's inequality for 2-D symmetric domain, Regularity
aspects of PDE's --- a week for Wojciech Zaj¥c{a}czkowski, The Mathematical
Research and Conference Center, Bedlewo, Poland, 2010 ᐕ 9 ᦬ 5--11 ᣣ
69

69

4.

Hiroko Morimoto, Leray's inequality for fluid flow in symmetric multi-connected
2-D domains, 2011 ᐕ 3 ᦬ ᣣᧄᢙቇળᐕળವᢙᣇ⒟ᑼಽ⑼ળ ᣧⒷ↰ᄢቇٟ 㒙ේ৻ᔒ
1.

㒙ේ৻ᔒ䋬‫ޟ‬Coaching of advanced mathematics for dress designers‫ࠜࡈࠝࠫ࠲ࠬޠ‬ࡦ࠭࠮ࡒ࠽࡯7 ᦬ 11 ᣣ

2.

㒙ේ৻ᔒ䋬‫ߣ࡞࡯࠷࠻࠶ࡀޟ‬ᢙቇᢎ⢒‫ޠ‬䋬ળ⎇ⓥ㓸ળ‫ޟ‬ᢙᑼಣℂߣᢎ⢒‫ޠ‬䋬੩ㇺᄢቇᢙℂ⸃ᨆ⎇ⓥᚲ䋬8 ᦬ 30 ᣣ

3.

㒙ේ৻ᔒ䋬‫ߩ߼ߚߩ࡟ࠦ࡝ࡄߩࠤࡗࡒ࡮ࠗ࠮࠶ࠗޟ‬ᢙቇࠦ࡯࠴ࡦࠣ‫ޠ‬䋬⎇ⓥ㓸ળ‫ޟ‬ᢙቇᢎ⢒ߩળ‫ޠ‬䋬ᓮ⨥ࡁ᳓ᄢቇ‫ޔ‬9 ᦬ 11 ᣣٟ ੑችᐢ๺
1.

ੑ ች ᐢ ๺ 䋬 “Diffusion-induced blowup of reaction-diffusion systems” 䋬 Zhejiang
Normal University䋬Jinhua䋬Zhejiang䋬China䋬2011 ᐕ 3 ᦬2.

ੑ ች ᐢ ๺ 䋬 “Non-planar traveling waves and entire solutions of Allen-Cahn
equations”䋬Zhejiang Normal University䋬Jinhua䋬Zhejiang䋬China䋬2011 ᦬ 3 ᦬3.

ੑ ች ᐢ๺ 䋬“Non-planar traveling waves of reaction-diffusion equations” 䋬19th
Workshop on Differential Equations䋬National Cheng Kung University䋬Taiwan䋬
2011 ᐕ䋱᦬4.

ੑ ች ᐢ ๺ 䋬 “Non-planar traveling waves of reaction-diffusion equations” 䋬Nonlinear Analysis and Integrable Systems 㕖✢ᒻ⸃ᨆ䈫นⓍಽ♽ᢙℂ䋬Ryukoku
University䋬Kyoto䋬2010 ᐕ 11 ᦬

5.

ੑ ች ᐢ ๺ 䋬 “Traveling waves of Allen-Cahn equations” 䋬 Applied Mathematics
Forum 䋬Mini-workshop on ‘Modeling 䋬 Simulations and Analysis of Biological
Pattern Formation’䋬Tohoku University䋬Heanel Sendai䋬Sendai䋬2010 ᐕ 10 ᦬

6.

ੑ ች ᐢ ๺ 䋬“Traveling waves of Allen-Cahn equation” 䋬Workshop on Interface
motion and Traveling Waves in Reaction Diffusion Equations䋬Department ofMathematics䋬Tongji University䋬Shanghai䋬China䋬2010 ᐕ 10 ᦬

7.

ੑ ች ᐢ ๺ 䋬 “Stacked fronts for cooperative systems with equal diffusions” 䋬Reaction-Diffusion Systems: Experiments䋬Modeling䋬and Analysis䋬Universite deParis-Sud 11䋬2010 ᐕ 10 ᦬

8.

ੑ ች ᐢ ๺ 䋬 “Non-planar traveling waves of reaction-diffusion equations” 䋬Workshop on Pattern formation in Chemical and Biological Systems䋬Budapest䋬
Hungry䋬2010 ᐕ 10 ᦬

9.

ੑችᐢ๺䋬“Traveling waves in the various shapes”䋬AIMS conference䋬Dresden䋬
7070

2010 ᐕ 5 ᦬ٟ ੹㊁♿㓶
1.

੹㊁♿㓶, ㊂ሶ࠙ࠜ࡯ࠢߩᢙℂ⊛᭴ㅧ, Ꮏቇㇱࠪࠬ࠹ࡓᎿቇ⑼᫟․೎࠮ࡒ࠽࡯, 㕒ጟ
ᄢቇ, 2011 ᐕ 2 ᦬ 18 ᣣ2.

੹㊁♿㓶, Limit theorems and localization for quantum walks on graphs, 34th
Conference on Stochastic Processes and Their Applications (SPA), Senri Life
Science Center, Osaka, 2010 ᐕ 9 ᦬ 9 ᣣ

ٟ ᷰㄝᢘ৻
1.

ᷰ ㄝ ᢘ ৻ , "A positive characteristic approach to Wang's theorem", 32nd
Commutative Algebra Symposium, 6th Japan-Vietnam Joint Seminar on
Commutative Algebra, 12/11-12/16; ศ↰ஜ৻᳁ߣߩ౒ห⻠Ṷٟ 㜞ᯅ ੫1.

㜞ᯅ ੫, Classifying thick subcategories of derived categories, ฬฎደᄢቇ࠮ࡒ࠽࡯,ฬฎደᄢቇ, 2010 ᐕ 4 ᦬ 20 ᣣ2.

㜞ᯅ ੫, ࠹ࡦ࠰࡞㐽ಽ⸃ㇱಽ࿤ߩಽ㘃, ጟጊᄢቇ࠮ࡒ࠽࡯, ጟጊᄢቇ, 2010 ᐕ 6 ᦬ 14
ᣣ.

3.

㜞ᯅ ੫, ട⟲࿤ߣߘߩ᦭⇇ዉ᧪࿤ߩ⒮ኒㇱಽ࿤ߩಽ㘃ߦߟ޿ߡ, ጟጊᄢቇ࠮ࡒ࠽࡯,ጟጊᄢቇ, 2010 ᐕ 6 ᦬ 14 ᣣ

4.

㜞ᯅ ੫, Auslander-Bridger ㄭૃߣ Cohen-Macaulay ㄭૃ, ╙ 1 ࿁ᄢ๺㇭ጊ࠮ࡒ࠽࡯,ᄹ⦟Ꮏᬺ㜞╬ኾ㐷ቇᩞ, 2010 ᐕ 7 ᦬ 3 ᣣ

5.

㜞ᯅ ੫, ೾૛૕ߩࠪࠫࠫ࡯ࠍ฽߻ಽ⸃ㇱಽ࿤ߩಽ㘃, ᣿ᴦᄢቇน឵Ⅳ⺰࠮ࡒ࠽࡯,᣿ᴦᄢቇ, 2010 ᐕ 7 ᦬ 24 ᣣ

6.

Ryo Takahashi, Classifying thick subcategories over a hypersurface, XIV
International Conference on Representations of Algebras (ICRA), National
Olympics Memorial Youth Center (NYC), August 12, 2010

7.

Ryo

Takahashi,

Resolving

subcategories

and

the

puncturedspectrum,Commutative Algebra Seminar, University of Nebraska-Lincoln, USA, September
8, 20108.

Tokuji Araya; Kei-ichiro Iima; Ryo Takahashi, Modules left orthogonal to modulesof finite projective dimension, The 43rd Symposium on Ring Theory and
Representation Theory, Naruto University of Education, September 10, 20109.

⨹⼱ 〈ม; 㘵㑆 ࿻৻㇢; 㜞ᯅ ੫, ⋥੤ㇱಽ࿤ߣዪᚲⅣߩᕈ⾰, ᣣᧄᢙቇળઍᢙቇಽ
⑼ળ, ฬฎደᄢቇ, 2010 ᐕ 9 ᦬ 22 ᣣ
71

71

10. 㜞ᯅ ੫, ᦭㒢↢ᚑട⟲ߩ᦭⇇ዉ᧪࿤ߩᰴరߩਅ㒢ߦߟ޿ߡ, ╙ 4 ࿁ጟጊᄢቇⅣ⺰࠮ࡒ࠽࡯, ጟጊᄢቇ, 2010 ᐕ 11 ᦬ 1 ᣣ
11. Ryo Takahashi, Classifying resolving subcategories over a Cohen-Macaulay local
ring, ╙ 32 ࿁น឵Ⅳ⺰ࠪࡦࡐࠫ࠙ࡓ߅ࠃ߮╙ 6 ࿁ Japan-Vietnam Joint Seminar on
Commutative Algebra, ↢↥ᕈ࿖㓙੤ᵹ࠮ࡦ࠲࡯, 2010 ᐕ 12 ᦬ 15 ᣣ
12. 㜞ᯅ ੫, Knoerrer ߩ๟ᦼᕈߦ㑐ߔࠆ৻ߟߩᵈᗧ, ╙ 5 ࿁ጟጊᄢቇⅣ⺰࠮ࡒ࠽࡯, ጟጊ
ᄢቇ, 2011 ᐕ 2 ᦬ 11 ᣣ
13. 㜞ᯅ ੫, ቢ஻ዪᚲⅣߩዉ᧪࿤ߩᰴరߩ᦭㒢ᕈ, ╙ 5 ࿁ጟጊᄢቇⅣ⺰࠮ࡒ࠽࡯, ጟጊᄢቇ, 2011 ᐕ 2 ᦬ 13 ᣣ
14. Ryo Takahashi, Dimensions of derived categories of commutative rings,
Commutative Algebra Seminar, University of Nebraska-Lincoln, USA, March 29,
2011ٟ ᑝἑቬశ
1.

ᑝ ἑ ቬ శ  Existence of global solutions to the Cauchy problem for somereaction-diffusion system᣿ᴦᢙℂ⑼ቇexhibition᣿ᴦᄢቇ↢↰ࠠࡖࡦࡄࠬ
2010 ᐕ 5 ᦬ٟ ᳰ↰ᐘᄥ
1.

Kota Ikeda 䋬 Takeshi Miki 䋬 Masayasu Mimura 䋬 Joe Yuichiro Wakano 䋬“Mechanistic Formulation of two-patch compartment model for the spatial
continuous systems”䋬ᶏᵗቇ⎇ⓥᚲ䉶䊚䊅䊷䋬࿖┙บḧᄢቇᶏᵗቇ⎇ⓥᚲ䋬บർ䋬บḧ䋬
2010 ᐕ 11 ᦬2.

ᳰ↰ᐘᄥ䋬“❗⚂ᣇ⒟ᑼ䈏⃻䉏䉎෻ᔕ᜛ᢔ♽䈮㑐䈜䉎⸃ᨆ”䋬੩ㇺ㚞೨䉶䊚䊅䊷䋬䉨䊞䊮䊌䉴䊒䊤䉱੩ㇺ䋬੩ㇺ䋬2010 ᐕ 11 ᦬

3.

Kota Ikeda䋬Takeshi Miki䋬Masayasu Mimura䋬Joe Yuichiro Wakano䋬“Formulafor the dispersal rates in a compartment model”䋬Reaction-Diffusion Systems:
Experiments䋬Modeling䋬and Analysis䋬Université de Paris-Sud 11䋬Paris䋬France䋬
2010 ᐕ 10 ᦬

4.

ᳰ↰ᐘᄥ䋬ᩕ િ৻㇢䋬ᩉ↰ ⧷ੑ䋬“Instability of multi-spots in general shadow
systems for reaction-diffusion equations”䋬International Workshop on Pattern
Formation in Chemical and Biological Systems䋬Eöotvös Lorànd University䋬
Budapest䋬Hungary䋬2010 ᐕ 10 ᦬

5.

ᳰ↰ᐘᄥ䋬“෻ᔕ᜛ᢔᣇ⒟ᑼ䈻䈱䊂䊷䉺૶↪䈮ะ䈔䈩”䋬╙ 8 ࿁䇸ⶄ㔀♽⃻⽎䈱ᤨ♽೉⸃ᨆ 8䇹—‛ℂ䊶ᢙ⺰䊶⚻ᷣ⃻⽎—䋬᣿ᴦᄢቇ䋬᧲੩䋬2010 ᐕ 9 ᦬6.

ᳰ↰ᐘᄥ䋬ਃᧁ ஜ䋬ਃ᧛᣽ᵏ䋬⧯㊁෹৻㇢䋬“Formula for the dispersal rates in a72

72

compartment model”䋬╙ 20 ࿁ᣣᧄᢙℂ↢‛ቇળᄢળ䋬ർᶏ㆏ᄢቇ䋬ർᶏ㆏䋬2010 ᐕ 9᦬7.

ᳰ↰ᐘᄥ䋬ᧁਅୃ৻䋬෹ᨑ᣿଻䋬㊁ᵤ⵨ผ䋬਄ጊᄢା䋬“⟤๧䈚䈇䉮䊷䊍䊷䈱ᷛ䉏ᣇ䈱ᢙℂ䌾䉮䊷䊍䊷᛽಴䈮䈍䈔䉎ᾲḡ䈱ᶐㅘ䈮䈧䈇䈩䌾”䋬ᣣᧄᔕ↪ᢙℂቇળ 2010 ᐕᐲᐕળ䋬᣿ᴦᄢቇ䊥䊋䊁䉞䊷䉺䊪䊷䋬᧲੩䋬2010 ᐕ 9 ᦬8.

ᳰ↰ᐘᄥ䋬ਃᧁ ஜ䋬ਃ᧛᣽ᵏ䋬⧯㊁෹৻㇢䋬“compartment model 䈮䈍䈔䉎⒖േಽᢔ₸䈱⴫⃻౏ᑼ”䋬௢䉌䈱วኋ 2010ޯⲢว䈮ะ䈔䈩ޯ䋬YMCA 䉮䊮䊐䉤䊧䉴䊃ḡ᧪䋬ᐢፉᏒ䋬ᐢፉ䋬2010 ᐕ 8 ᦬9.

ᳰ↰ᐘᄥ䋬ਃ᧛᣽ᵏ䋬“Reflection of a traveling wave in smoldering combustion”䋬
The 8th AIMS Conference on Dynamical Systems䋬Differential Equations andApplications䋬Dresden University of Technology䋬Dresden䋬Germany䋬2010 ᐕ 5 ᦬

10. ᳰ↰ᐘᄥ䋬“䈅䉎෻ᔕ᜛ᢔ♽䈮⃻䉏䉎䊌䉺䊷䊮ᒻᚑ໧㗴”䋬╙ 4 ࿁⃻⽎ᢙℂ⧯ᚻ䉲䊮䊘䉳䉡䊛䋬᣿ᴦᄢቇ↢↰ᩞ⥢䋬␹ᄹᎹ䋬2010 ᐕ 4 ᦬
ٟ ᣧဈ ᄥ1.

ᣧဈᄥ, Asymptotic behavior of the grade associated to multigraded modules, The
32nd symposium/The 6th Japan-Vietnam Joint Seminar on Commutative Algebra,
IPC ↢↥ᕈ࿖㓙੤ᵹ࠮ࡦ࠲࡯㧔⪲ጊ㧕, 2010 ᐕ 12 ᦬ٟ ᄢ㑐৻⑲1.

ᄢ㑐৻⑲㧘ࡅ࡞ࡌ࡞࠻ଥᢙߣ㓐઻ᰴᢙⅣߩ Buchsbaum ᕈߦߟ޿ߡ㧘ᣣᧄᢙቇળ 2011ᐕᐲᐕળ㧘ᣧⒷ↰ᄢቇℂᎿቇㇱ㧔᧲੩㧕
㧘2011 ᐕ 3 ᦬2.

ᄢ㑐৻⑲㧘Ꮙ♽ࠗ࠺ࠕ࡞ߩࡅ࡞ࡌ࡞࠻ଥᢙߩ᦭㒢ᕈߣߘߩ⸘▚ᣇᴺߦߟ޿ߡ㧘╙ 16࿁ઍᢙቇ⧯ᚻ⎇ⓥળ㧘╳ᵄᄢቇ╳ᵄࠠࡖࡦࡄࠬ㧔⨙ၔ㧕
㧘2011 ᐕ 3 ᦬3.

ᄢ㑐৻⑲㧘╙ 1 ࡅ࡞ࡌ࡞࠻ଥᢙߦࠃࠆࠗ࠺ࠕ࡞ߩಽ㘃ߦߟ޿ߡ㧘╙ 7 ࿁ᢙቇ✚ว⧯ᚻ⎇ⓥ㓸ળ ~ᄙಽ㊁㑆ߩ⍮⼂ߩ੤ᵹࠍ⋡ᜰߒߡ~㧘ർᶏ㆏ᄢቇቇⴚ੤ᵹળ㙚㧘2011 ᐕ3᦬

4.

ᄢ㑐৻⑲㧘ࡎࡕࡠࠫࠞ࡞ᰴᢙߣᏉ♽ࠗ࠺ࠕ࡞ߩࡅ࡞ࡌ࡞࠻ଥᢙߦߟ޿ߡ㧘╙ 23 ࿁น឵Ⅳ⺰࠮ࡒ࠽࡯㧘ጊญ✚ว଻㒾ળ㙚㧔ጊญ㧕
㧘2011 ᐕ 2 ᦬

5.

Shiro Goto and Kazuho Ozeki, Uniform bounds for Hilbert coefficients ofparameters, The 32nd Symposium and The 6th Japan-Vietnam Joint Seminar on
Commutative Algebra, IPC ↢↥ᕈ࿖㓙੤ᵹ࠮ࡦ࠲࡯ (␹ᄹᎹ), 2010 ᐕ 12 ᦬

6.

ᄢ㑐৻⑲㧘Ꮙ♽ࠗ࠺ࠕ࡞ߩࡅ࡞ࡌ࡞࠻ଥᢙߩႺ⇇໧㗴ߦߟ޿ߡ㧘╙ 4 ࿁ጟጊᄢቇⅣ⺰࠮ࡒ࠽࡯㧘ጟጊᄢቇℂቇㇱ㧔ጟጊ㧕
㧘2010 ᐕ 11 ᦬

7.

ᓟ⮮྾㇢㧘ᄢ㑐৻⑲㧘Ꮙ♽ࠗ࠺ࠕ࡞ߩࡅ࡞ࡌ࡞࠻ವᢙߩ৻᭽ߥႺ⇇ߦߟ޿ߡ㧘ᣣᧄᢙ
ቇળ 2010 ᐕᐲ⑺ቄ✚วಽ⑼ળ㧘ฬฎደᄢቇ᧲ጊࠠࡖࡦࡄࠬ㧔ฬฎደ㧕
㧘2010 ᐕ 9 ᦬
73

73

8.

Kazuho Ozeki, The first Hilbert coefficients of parameters, ╙ 43 ࿁Ⅳ⺰෸߮⴫⃻⺰ࠪࡦࡐࠫ࠙ࡓ㧘㡆㐷ᢎ⢒ᄢቇ㧔ᓼፉ㧕
㧘2010 ᐕ 9 ᦬9.

ᄢ㑐৻⑲㧘”Descent theory of divisor class groups”, “Examples and applications ofdescent theory”, ╙ 7 ࿁น឵Ⅳ⺰ࠨࡑ࡯ࠬࠢ࡯࡞㧘┙ᢎᄢቇℂቇㇱ㧔ᳰⴼ㧕
㧘2010 ᐕ8᦬ٟ ᧻ጟ⋥ਯ
1.

᧻ጟ⋥ਯ,2 ᰴరᄙ㗄ᑼⅣౝߩන㗄ᑼࠗ࠺ࠕ࡞ߩ Ratliff-Rush 㐽൮ߦߟ޿ߡ,╙ 2 ࿁ᄢ๺㇭ጊ࠮ࡒ࠽࡯,ᄢ๺㇭ጊ㧔ᄹ⦟㧕,2011 ᐕ 10 ᦬ 3 ᣣٟ ศ↰ዏᒾ
1.

⮮↰₵㧘ฎ↰ᐙ㓶㧘ศ↰ዏᒾ㧘࠻࡯࡜ࠬ᧤ߣዪᚲൻ–㊂ሶൻ੍ᗐߩ⸽᣿㧘ᣣᧄᢙቇળ
2010 ᐕ⑺ቄ✚วಽ⑼ળ࡮ᐞ૗ቇಽ⑼ળ㧘ฬฎደᄢቇ㧘2010 ᐕ 9 ᦬⃻⽎ᢙℂㇱ㐷ٟ ⨹Ꮉ ⮍1.

ᚭႦᘕ਽䋬ᣂ੗ජ⚔䋬⨹Ꮉ⮍䋬“⣖ᵄ⸃ᨆ䈮䉋䉎ᢥ┨㤩⺒ᤨ♖␹⊛⽶⩄䈱ቴⷰ⊛⹏ଔ”䋬㔚ሶᖱႎㅢାቇળ✚วᄢળ䋬A-20-9䋬2011 ᐕ 3 ᦬2.

ጟୖᄥᦶ䋬ਛ੗㩷 ⟵䋬⨹Ꮉ⮍䋬“૏⟎⺞ᢛ䉕઻䈉䊑䊨䉾䉪䊙䉾䉼䊮䉫ᴺ䈮䉋䉎⚻ᐕᄌൻ㗻↹௝䈱ੱ‛⹺⸽ᴺ”䋬㔚ሶᖱႎㅢାቇળ✚วᄢળ䋬A-20-2䋬2011 ᐕ 3 ᦬3.

㣐⷗ᘕ৻㇢䋬ᄢ࿾⑲ᴦ䋬⨹Ꮉ⮍䋬“䉟䊮䉺䊤䉪䊁䉞䊑ㅴൻ⸘▚䉕↪䈇䈢㗻↹௝㒶ᓇᒝ⺞⟤ⷰ䉲䉴䊁䊛”䋬㔚ሶᖱႎㅢାቇળ䉸䉰䉟䉣䊁䉞ᄢળ䋬A-20-2䋬2010 ᐕ 9 ᦬4.

⨹Ꮉ⮍䋬“㍲ⷡ䈫䊂䉞䉳䉺䊦䉣䉴䊁”䋬╙ 3 ࿁㍲ⷡ䊪䊷䉪䉲䊢䉾䊒-ᮮᢿ⊛㍲ⷡ⑼ቇ䉕䉄䈙䈚䈩-䋬
2010 ᐕ 9 ᦬

ٟ ᱞየ ታ1.

ᱞየታ, ᵻ㑆ጊߢ᷹ⷰߐࠇࠆ․⇣ߥ㐳๟ᦼ࿾㔡㨯㐳๟ᦼᓸേߩ㕖✢ᒻ࠳ࠗ࠽ࡒࠢࠬߦ
ߟ޿ߡ‫ޔ‬ᣣᧄ࿾⃿ᖺᤊ⑼ቇㅪว 2010 ᐕᐲᄢળ‫ޔ‬᐀ᒛ‫ޔ‬2010 ᐕ 5 ᦬

ٟ ਃ᧛᣽ᵏ1.

ਃ᧛᣽ᵏ䋬“Segregation property in a tumor growth PDE model with contact
inhibition”䋬The 19th Workshop on Differential Equations and Its Applications䋬࿡┙ᚑഞᄢቑ䋬บධ䋬บḧ䋬2011 ᐕ 1 ᦬2.

ਃ ᧛ ᣽ ᵏ 䋬 “Singular Limit of Competitive Systems and Spatial Segregation
Problems”䋬NCTS Workshop on PDE Models of Biological Processes䋬࿡┙ᷡ⪇ᄢቑ7474

╙ਃ⛱วᄢᮝ䋬ᣂ┻䋬บḧ䋬2010 ᐕ 12 ᦬
3.

ਃ᧛᣽ᵏ䋬“ᓸዊ㊀ജⅣႺ䈪䈱䈜䈜Ά὾䈱䊝䊂䊦ᡰេ⸃ᨆ”䋬PDEs and Phenomena in
Miyazaki䋬ችፒᄢቇᧁ⧎䉨䊞䊮䊌䉴䋬ችፒ䋬2010 ᐕ 11 ᦬

4.

ਃ᧛᣽ᵏ䋬“⥄Ꮖ⚵❱ൻ䈫䊝䊂䊥䊮䉫”䋬╙䋷࿁↢‛ᢙቇ䈱ℂ⺰䈫ᔕ↪䋬੩ㇺᄢቇᢙℂ⸃ᨆ⎇ⓥᚲ䋬੩ㇺ䋬2010 ᐕ 11 ᦬

5.

ਃ ᧛ ᣽ ᵏ 䋬 “"Competition Diffusion Systems and Free Boundary Problems” 䋬Workshop of Nonlinear Analysis and Integral Systems䋬㦖⼱ᄢቇ䉶䊚䊅䊷䊊䉡䉴䋬੩ㇺ䋬2010 ᐕ 11 ᦬

6.

ਃ ᧛ ᣽ ᵏ 䋬 “Self-Organized Patterns in Bacterial Colonies” 䋬 International
Workshop on Statistical Physics and Biology of Collective Motion䋬Max Planck
Institute for the Physics of Complex Systems䋬Dresden䋬Germany䋬2010 ᐕ 11 ᦬

7.

ਃ᧛᣽ᵏ䋬“Model-Aided Understanding of Self-Organized Patterns in Bacterial
Colonies”䋬Mini-Workshop on Modeling䋬Simulation and Analysis of Bacterial
Pattern Formation䋬᧲ർᄢቇ䋬ችၔ䋬2010 ᐕ 10 ᦬

8.

ਃ᧛᣽ᵏ䋬“Smoldering Combustion under Micro-Gravity”䋬᣿ᴦᄢቇ㛁ᴡบ䉨䊞䊮䊌䉴䋬᧲੩䋬2010 ᐕ 10 ᦬

9.

ਃ ᧛ ᣽ ᵏ 䋬 “Self-Organization in Bacterial Colonies” 䋬 NLDS Days 䋬 Centre deRecherche Paul Pascal䋬Bordeaux䋬France䋬2010 ᐕ 10 ᦬

10. ਃ᧛᣽ᵏ䋬“Model-Aided Understanding of Competitive Exclusion andCompetition-Mediated Coexistence”䋬Mathematical Biology Seminar at
University of Bordeaux II䋬Bordeaux䋬France䋬2010 ᐕ 10 ᦬
11. ਃ᧛᣽ᵏ䋬“Modeling of Smoldering Combustion in Micro-Gravity”䋬Colloquium ofInterdisciplinary Mathematics Institute䋬University Complutense de Madrid䋬
Madrid䋬Spain䋬2010 ᐕ 10 ᦬
12. ਃ᧛᣽ᵏ䋬“Non-annihilation Dynamics in Reaction-Diffusion Systems”䋬
Mathematical Sciences Workshop at Riken䋬㐳㊁䋬2010 ᐕ 9 ᦬
13. ਃ ᧛ ᣽ ᵏ 䋬 “Self-organization in biological systems” 䋬 Advanced Mathematical
Sciences I䇸Patterns䋬Waves and Motion in Biological Systems䇹䋬᣿ᴦᄢቇ㛁ᴡบ䉨䊞䊮䊌䉴䋬᧲੩䋬2010 ᐕ 9 ᦬
14. ਃ᧛᣽ᵏ䋬“ᖱႎᚻᲑ䉕ᜬ䈧䊋䉪䊁䊥䉝㓸࿅䈱Ꮑ䉂䈭䉮䊨䊆䊷ᒻᚑ”䋬వ┵ᢙℂ⑼ቇ I䇸ᷦṛ䈱ᢙℂ䇹䋬᣿ᴦᄢቇ㛁ᴡบ䉨䊞䊮䊌䉴䋬᧲੩䋬2010 ᐕ 8 ᦬
ٟ ะᲚ᡽↵
1.

ะᲚ᡽↵ࡅࡘ࡯ࡑࡦࠛ࡜࡯ߣߤ߁ะ߈ว߁߆ࡄࡀ࡞࠺ࠖࠬࠞ࠶࡚ࠪࡦ㧦․೎቟ో
ᢥൻ⻠ᐳຠ⾰ߣ቟ోᢥൻࡈࠜ࡯࡜ࡓ᧲੩Ꮏᬺᄢቇࠠࡖࡦࡄࠬࠗࡁࡌ࡯࡚ࠪࡦ࠮ࡦ
࠲࡯2011-3-29
75

75

2.

ะᲚ᡽↵቟ోᗧ⼂ߩࠟ࡜ࡄࠧࠬൻߣ↥ᬺ߳ߩᓇ㗀ࡄࡀ࡞࠺ࠖࠬࠞ࠶࡚ࠪࡦมળ
╙ 6 ࿁቟ోᎿቇࡈࠜ࡯࡜ࡓᣣᧄᎿቇࠕࠞ࠺ࡒ࡯ᒄᷣળ㙚2011-3-93.

ะᲚ᡽↵ᣣᧄߩ⵾ຠ቟ోߩേะߣ⺖㗴JEITA ቟ో᡽╷ᆔຬળ㔚ሶᖱႎᛛⴚ↥ᬺද
ળ2011-3-8

4.

ะᲚ᡽↵࠮࡯ࡈ࠹ࠖ࡮ࠪࠬ࠹ࡓ࡮ࠗࡦ࠹ࠣ࡟࡯࡚ࠪࡦߩᔅⷐᕈߦ㑐ߔࠆࠪࡦࡐࠫ࠙
ࡓࡄࡀ࡞࠺ࠖࠬࠞ࠶࡚ࠪࡦࡕ࠺࡟࡯࠲ᣣᧄᯏ᪾Ꮏᬺㅪวળ᧲੩⸽೛ળ㙚ࡎ࡯
࡞2011-2-23

5.

ะᲚ᡽↵ᶖ⾌⠪ߣ࡝ࠬࠢࠦࡒࡘ࠾ࠤ࡯࡚ࠪࡦ⵾ຠ቟ోߦ㑐ߔࠆ࡝ࠬࠢࠦࡒࡘ࠾ࠤ
࡯࡚ࠪࡦផㅴߩᗧ⷗੤឵ળਥ௅㧦ᶖ⾌⠪ᐡㆇ༡㧦021 ᴺੱຠ⾰቟ోᯏ᭴ᣣᧄᢎ⢒ળ㙚2011-1-31

6.

ะᲚ᡽↵߽ߩߠߊࠅߣ቟ో␹ᄹᎹࡠࡏ࠶࠻ࡆࠫࡀࠬද⼏ળ✚ળᎹፒᏒ↥ᬺᝄ⥝ળ㙚2011-1-18

7.

ะᲚ᡽↵⵾ຠ቟ోߦ㑐ߔࠆ࠾ࡘ࡯ࠕࡊࡠ࡯࠴ߩណ↪ߦߟ޿ߡຠ⾰ߣ቟ోᢥൻࡈࠜ
࡯࡜ࡓࠢࡠࠬࠝࡇ࠾ࠝࡦ࠮ࡒ࠽࡯᣿ᴦᄢቇ⚡⚬㙚2011-1-18

8.

ะᲚ᡽↵⌀ߩේ࿃ⓥ᣿߇ߢ߈ࠆ੐᡿⺞ᩏ೙ᐲࠍ㧍㨪੐᡿㒐ᱛࠍታ⃻ߔࠆᣂߒ޿઀
⚵ߺߩഃ⸳ࠍ߼ߑߒߡ㨪ࡄࡀ࡞࠺ࠖࠬࠞ࠶࡚ࠪࡦో࿖ᶖ⾌⠪ⴕ᡽࠙ࠝ࠶࠴ߨߞߣ⥶ⓨળ㙚2011-1-15

9.

ะᲚ᡽↵቟ో␠ળߩታ⃻ߩߚ߼ߩડᬺᵴേ‫ޟ‬NIKKEI ቟ోߠߊࠅࡊࡠࠫࠚࠢ࠻‫ࠪޠ‬ࡦࡐࠫ࠙ࡓᣣᧄ⚻ᷣᣂ⡞␠ᣣ⚻ࡎ࡯࡞2010-12-17

10. ะᲚ᡽↵⵾ຠߩ቟ోߦߟ޿ߡ㨪⵾ຠ቟ోኻ╷ߦଥࠆ੐᡿࡝ࠬࠢ⹏ଔߣኻ╷ߩലᨐಽᨆߩᚻᴺߦ㑐ߔࠆ⺞ᩏႎ๔ᦠ㨪FTC ⎇ⓥળ‫᧲ޔ‬੩Ꮏᬺᄢቇ2010-11-16
11. ะᲚ᡽↵⵾ຠ቟ోߣ࡝ࠬࠢࠕ࠮ࠬࡔࡦ࠻╙ 5 ࿁⵾ຠ቟ో✚ὐᬌ࠮ࡒ࠽࡯⵾ຠ቟ో
ኻ╷ఝ⦟ડᬺ⴫ᓆᑼ⚻ᷣ↥ᬺ⋭2010-11-15
12. ะᲚ᡽↵‫ޟ‬቟ోቇߩߔߔ߼‫ޠ‬㨪቟ోߩ⏕┙ߣ቟ᔃ߳ߩᯅᷰߒ㨪ࠝ࡯ࡊࡦ⻠ᐳ‫ࠄ᥵ޔ‬ߒߩ቟ో㘩ߩ቟ోࠍ⠨߃ࠆ᣿ᴦᄢቇ࡝ࡃ࠹ࠖࠕࠞ࠺ࡒ࡯࡮⺒ᄁᣂ⡞౒௅2010-10-9
13. ะᲚ᡽↵቟ోቇ߆ࠄ⷗ߚ⵾ຠ቟ో౏㐿⻠ᐳ‫⵾ޔ‬ຠߣᯏ᪾ߣ࡝ࠬࠢࠕ࠮ࠬࡔࡦ࠻᣿
ᴦᄢቇ࡝ࡃ࠹ࠖࠕࠞ࠺ࡒ࡯2010-10-2
14. ะᲚ᡽↵⵾ຠߩ⚻ᐕᄌൻߣ࡝ࠬࠢࡄࡀ࡞࠺ࠖࠬࠞ࠶࡚ࠪࡦຠ⾰ߣ቟ోᢥൻࡈࠜ࡯
࡜ࡓ᧲੩Ꮏᬺᄢቇࠠࡖࡦࡄࠬࠗࡁࡌ࡯࡚ࠪࡦ࠮ࡦ࠲࡯2010-9-9
15. ะᲚ᡽↵⵾ຠ቟ోߩ઀⚵ߺࡄࡀ࡞࠺ࠖࠬࠞ࠶࡚ࠪࡦຠ⾰ߣ቟ోᢥൻࡈࠜ࡯࡜ࡓ
᧲੩Ꮏᬺᄢቇࠠࡖࡦࡄࠬࠗࡁࡌ࡯࡚ࠪࡦ࠮ࡦ࠲࡯2010-9-8
16. ะᲚ᡽↵቟ోቇߣ޿߁ᣂߒ޿ⷞὐ߆ࠄりㄭߥ੐᡿ࠍ⸃೬ߔࠆ⑼ቇߣ␠ળ੐଀⎇ⓥ
1⍮ߩᐢ႐߅⨥ߩ᳓ᄢቇ2010-7-28
17. ะᲚ᡽↵ࠪࠬ࠹ࡓ቟ోࠛࡦࠫ࠾ࠕ߳ߩᦼᓙࠪࠬ࠹ࡓ቟ోࠛࡦࠫ࠾ࠕ⾗ᩰ⹺ቯ᝼ਈ
ᑼ㐳ጟᛛⴚ⑼ቇᄢቇ2010-7-19
18. ะᲚ᡽↵߽ߩߠߊࠅ቟ో߆ࠄ቟ోߠߊࠅ߳౏㐿⻠Ṷળ᣿ᴦᄢቇᩞ෹ળṑ⾐⋵ᡰ
7676

ㇱ2010-6-13
19. ะᲚ᡽↵ࠢ࡞ࡑߩ㔚ሶൻ㔚േൻߣ቟ోᕈߦߟ޿ߡ⠨߃ࠆࡄࡀ࡞࠺ࠖࠬࠞ࠶࡚ࠪࡦ
Automotive Technology Day 2010 ᣣ⚻ $2⋡⊕㓷ค࿦2010-6-1
20. ะᲚ᡽↵⵾ຠ቟ో߳ߩᛩ⾗ߪਛ㐳ᦼ⊛ߩⷞὐߢડᬺߦ೑⋉ࠍ߽ߚࠄߔࡄࡀ࡞࠺ࠖ
ࠬࠞ࠶࡚ࠪࡦUL ⵾ຠ቟ో࠮ࡒ࠽࡯᣿ᴦ⸥ᔨ㙚2010-5-24
21. ะᲚ᡽↵ᚒ߇࿖ߦ߅ߌࠆࡠࡏ࠶࠻⎇ⓥߩᦨ೨✢౏㐿⻠Ṷળ᣿ᴦᄢቇᩞ෹ળජ⪲⋵⷏ㇱᡰㇱᶆ቟ࡉ࡜ࠗ࠻ࡦࡎ࠹࡞2010-5-9
22. ะᲚ᡽↵቟ోߩℂᔨߦߟ޿ߡᎿቇࠪࠬ࠹ࡓߦ㑐ߔࠆ቟ో㨯቟ᔃ㨯࡝ࠬࠢᬌ⸛ಽ⑼ળ
ቇⴚળ⼏ ✚วᎿቇᆔຬળ2010-4-13
23. ะᲚ᡽↵቟ోቇ᭎⺰౏㐿⻠ᐳൻቇ‛⾰ߩᴺⷙ೙᣿ᴦᄢቇ࡝ࡃ࠹ࠖ࡮ࠕࠞ࠺ࡒ
࡯2010-4-10 
24. ะᲚ᡽↵቟ోቇߩߔߔ߼౏㐿⻠ᐳ቟ోቇ౉㐷᣿ᴦᄢቇ࡝ࡃ࠹ࠖ࡮ࠕࠞ࠺ࡒ
࡯2010-4-10 ٟ ᫪ ໪ਯ
1.

⮮↰ഃ䋬᫪໪ਯ䋬“䊔䉟䉵ផቯ䉕↪䈇䈢㈩㔚♽⛔䈮䈍䈔䉎⏕₸ầᵹ⸘▚”䋬ᐔᚑ 23 ᐕ㔚᳇ቇળో࿖ᄢળ੍Ⓜ㓸䋬⺰ᢥ⇟ภ 6-156䋬ᄢ㒋ᄢቇ䋬2011 ᐕ 3 ᦬2.

ศ↰ዏผ䋬᫪໪ਯ䋬“䊔䉟䉵ផቯ䉕↪䈇䈢㈩㔚♽⛔䈮䈍䈔䉎⏕₸ầᵹ⸘▚”䋬ᐔᚑ 23 ᐕ㔚᳇ቇળో࿖ᄢળ੍Ⓜ㓸䋬⺰ᢥ⇟ภ 6-118䋬ᄢ㒋ᄢቇ䋬2011 ᐕ 3 ᦬3.

ⷺ↰ᐢ᮸䋬᫪໪ਯ䋬“⸃䈱ᄙ᭽ᕈ䉕⠨ᘦ䈚䈢ᄙ⋡⊛䊜䉺䊍䊠䊷䊥䉴䊁䉞䉪䉴䈮䉋䉎⏕₸⊛ଏ⛎
ା㗬ᐲ⹏ଔ”䋬ᐔᚑ 23 ᐕ㔚᳇ቇળో࿖ᄢળ䋬⺰ᢥ⇟ภ㩷 6-108䋬ᄢ㒋ᄢቇ䋬2011 ᐕ 3 ᦬

4.

ዊခ೑ผ䋬᫪໪ਯ䋬“SAX ᄌ឵䈫 DA 䉪䊤䉴䉺䊥䊮䉫䉕↪䈇䈢㔚ജᏒ႐ଔᩰ䊂䊷䉺䈱․ᓽ᛽
಴”䋬ᐔᚑ 23 ᐕ㔚᳇ቇળో࿖ᄢળ䋬⺰ᢥ⇟ภ㩷 6-070䋬ᄢ㒋ᄢቇ䋬2011 ᐕ 3 ᦬5.

⍹ᯅ⋥ੱ䋬᫪໪ਯ䋬“䉧䉡䉲䉝䊮䊒䊨䉶䉴䉕↪䈇䈢⽶⩄䊙䊷䉳䊮ផቯ”䋬ᐔᚑ 23 ᐕ㔚᳇ቇળో࿖ᄢળ੍Ⓜ㓸䋬⺰ᢥ⇟ภ 6-062䋬ᄢ㒋ᄢቇ䋬2011 ᐕ 3 ᦬

6.

ᄢᎹஜᄥ䊶᫪໪ਯ䋬“㘑ജ⊒㔚䈫㔚ജ㔛ⷐ䈱ਇ⏕ቯᕈ䈫 CO2 ឃ಴䉕⠨ᘦ䈚䈢⊒㔚ᯏ䈱⿠േ஗ᱛ⸘↹”䋬ᐔᚑ 23 ᐕ㔚᳇ቇળో࿖ᄢળ੍Ⓜ㓸䋬⺰ᢥ⇟ภ 6-047䋬ᄢ㒋ᄢቇ䋬2011 ᐕ 3᦬7.

᧼၂ᔘᄢ䋬᫪໪ਯ䋬“䊐䉜䉳䉞ផ⺰䊈䉾䊃䈮䉋䉎㔚ജଔᩰ੍᷹䈱䉹䊷䊮ផቯᴺ”䋬㔚᳇ቇળ㔚ജ ᛛ ⴚ 䍃 㔚ജ ♽ ⛔ᛛ ⴚ 䊶 ඨ ዉ ૕ 㔚 ജᄌ ឵ ว ห ⎇ ⓥળ 䋬 ⾗ ᢱ ⇟ ภ
PSE-11-031/PSE-11-048/ SPC-11-085䋬℄⃿ᄢቇ䋬2011 ᐕ 3 ᦬

8.

⮮↰ഃ䋬᫪໪ਯ䋬“ਇ⏕ቯᕈ䉕ᜬ䈧㔚ജ♽⛔䈮䈍䈔䉎 ATC ⹏ଔ”䋬㔚᳇ቇળ㔚ജᛛⴚ䍃㔚ജ♽⛔ᛛⴚวห⎇ⓥળ䋬⾗ᢱ⇟ภ PSE-11-015䋬ർᶏ㆏ᄢቇ䋬2011 ᐕ 1 ᦬

9.

ศ↰ዏผ䋬᫪໪ਯ䋬“㜞ㅦᄙ⋡⊛䊜䉺䊍䊠䊷䊥䉴䊁䉞䉪䉴䉝䊦䉯䊥䉵䊛䈱㔚ജ♽⛔䈻䈱ᔕ↪”䋬ㅴൻ⸘▚䉲䊮䊘䉳䉡䊛䋬⑔ጟ䋬2010 ᐕ 12 ᦬
77

77

10. ᄢᎹஜᄥ䊶᫪໪ਯ䋬“Advanced MOEPSO 䈮ၮ䈨䈒ᄙ⋡⊛䊜䉺䊍䊠䊷䊥䉴䊁䉞䉪䉴䈱ឭ᩺䈫㔚ജ♽⛔䈻䈱ᔕ↪”䋬ᐔᚑ 22 ᐕㅴൻ⸘▚䉲䊮䊘䉳䉡䊛䋬⺰ᢥ⇟ภ 4-02䋬⑔ጟ䋬2010 ᐕ 12
᦬11. ⮮↰ഃ䋬᫪໪ਯ䋬“2 ጀဳ EPSO 䈱㐿⊒䈫䈠䈱ᔕ↪”䋬ㅴൻ⸘▚䉲䊮䊘䉳䉡䊛 2010䋬⾗ᢱ⇟ภ 1-03䋬⑔ጟ䋬2010 ᐕ 12 ᦬
12. ⷺ↰ᐢ᮸䋬᫪໪ਯ䋬“⏕₸⊛ㄭறㆬᛯ䉺䊑䉰䊷䉼䉕↪䈇䈢⏕₸⊛ଏ⛎ା㗬ᐲ⹏ଔ”䋬㔚᳇ቇળ㔚ജᛛⴚ⎇ⓥળ⾗ᢱ䋬⾗ᢱ⇟ภ PE-10-134/PSE-10-133䋬ᐢፉᄢቇ䋬2010 ᐕ 9 ᦬
13. ⮮↰ഃ䋬᫪໪ਯ䋬“2 ጀဳ EPSO 䉕↪䈇䈢 ATC ᦨᄢൻ䈱䈢䉄䈱 FACTS ᦨㆡ㈩⟎”䋬㔚᳇ቇળ㔚ജᛛⴚ䍃㔚ജ♽⛔ᛛⴚวห⎇ⓥળ䋬⾗ᢱ⇟ภ PE-10-142/PSE-10-141䋬ᐢፉᄢቇ䋬2010 ᐕ 9 ᦬
14. ⍹ᯅ⋥ੱ䋬᫪໪ਯ䋬“⽶⩄䊙䊷䉳䊮ផቯ䈱䈢䉄䈱䊂䊷䉺䊙䉟䊆䊮䉫ᚻᴺ”䋬ᐔᚑ 22 ᐕ㔚᳇ቇળ㔚ജᛛⴚ䊶㔚ജ♽⛔ᛛⴚวห⎇ⓥળ䋬⾗ᢱ⇟ภ PE-10-063/PSE-10-062䋬ᐢፉᄢቇ䋬2010 ᐕ 9 ᦬
15. ዊခ೑ผ䋬᫪໪ਯ䋬“㔚ജ♽⛔⁁ᘒផቯ䈮䈍䈔䉎ಽᢔဳ䊃䊘䊨䉳䊷น᷹ⷰᕈ⸃ᨆ”䋬ᐔᚑ
22 ᐕ 㔚 ᳇ ቇ ળ 㔚 ജ ᛛ ⴚ 䊶 㔚 ജ ♽ ⛔ ᛛ ⴚ ว ห ⎇ ⓥ ળ 䋬 ⾗ ᢱ ⇟ ภ PE-10-057 䋬
PSE-10-056 䋬ᐢፉᄢቇ䋬2010 ᐕ 9 ᦬
16. ⷺ↰ᐢ᮸䋬᫪໪ਯ䋬“䉺䊑䉰䊷䉼䉕↪䈇䈢⏕₸⊛ଏ⛎ା㗬ᐲ⹏ଔ䈱䈢䉄䈱ᣂ䈚䈇ᚻᴺ”䋬ᐔᚑ 22 ᐕ㔚᳇ቇળ B ㇱ㐷ᄢળ䋬⺰ᢥ II䋬⺰ᢥ⇟ภ 375䋬਻Ꮊᄢቇ䋬2010 ᐕ 9 ᦬
17. ⮮↰ഃ䋬᫪໪ਯ䋬“ਇ⏕ቯᕈ䉕⠨ᘦ䈚䈢 ATC ᦨᄢൻ䈱䈢䉄䈱 FACTS ᦨㆡ㈩⟎”䋬ᐔᚑ 22ᐕ㔚᳇ቇળ B ㇱ㐷ᄢળ䋬⺰ᢥ㸈䋬⺰ᢥ⇟ภ 374䋬਻Ꮊᄢቇ䋬2010 ᐕ 9 ᦬
18. ዊခ೑ผ䋬᫪໪ਯ䋬“㔚ജ♽⛔䈱⁁ᘒផቯ䈮䈍䈔䉎䊈䉾䊃䊪䊷䉪ಽഀ䉕↪䈇䈢䊃䊘䊨䉳䊷น᷹ⷰᕈ䈮䉋䉎ᚻᴺ”䋬ᐔᚑ 22 ᐕ㔚᳇ቇળ B ㇱ㐷ᄢળ䋬⺰ᢥ㸈䋬⺰ᢥ⇟ภ 111䋬਻Ꮊᄢቇ䋬2010 ᐕ 9 ᦬ٟ ጟㇱ㕏ᙗ
1.

ጟㇱ㕏ᙗ䋬“ⶄ㔀♽⃻⽎䈱ᤨ♽೉䈮ẜ䉃ᄌൻ᭴ㅧ䈱นⷞൻ䋭ታ⸽ಽᨆ䋺䉥䊷䊨䊤䋬࿾㔡䈫Ἣጊ” 䋬䇸㕖✢ᒻᤨ♽೉䈮ኻ䈜䉎⃻⽎ᢙℂቇ䈱⊒ዷ䇹䉲䊮䊘䉳䉡䊛䋬ⶄ㔀♽⃻⽎䈱ᤨ♽೉⸃ᨆ䋱䋰䋭ᢙℂ䊶⚻ᷣ䊶࿾⃿‛ℂ⃻⽎䋬᣿ᴦᄢቇ䋬᧲੩䋬2011 ᐕ 1 ᦬2.

ጟㇱ㕏ᙗ䋬“ᱜⷙቯᏱㆊ⒟䈮ઃ㓐䈜䉎ᤨ㑆ㆃ䉏䈱䈅䉎䋲㓏ᬦ౞ဳ஍ᓸಽᣇ⒟ᑼ”䋬 䇸㕖✢ᒻᤨ♽೉䈮ኻ䈜䉎⃻⽎ᢙℂቇ䈱⊒ዷ䇹䉲䊮䊘䉳䉡䊛䋬ⶄ㔀♽⃻⽎䈱ᤨ♽೉⸃ᨆ䋱䋰䋭ᢙ
ℂ䊶⚻ᷣ䊶࿾⃿‛ℂ⃻⽎䋬᣿ᴦᄢቇ䋬᧲੩䋬2011 ᐕ 1 ᦬

3.

Y. Okabe䋬“Hamiltonian associated with stationary process having T-positivity
and Riemann”䋬RIMS Project Research The international conference䋺 Functions
in Number Theory and Their Probabilistic Aspects䋬੩ㇺᄢቇ⸃ᨆᢙℂ⸃ᨆ⎇ⓥᚲ䋬੩ㇺ䋬2010 ᐕ 12 ᦬4.

ጟㇱ㕏ᙗ䋬“T-ᱜ୯ᕈ䉕ᜬ䈧ቯᏱㆊ⒟䈮ઃ㓐䈜䉎䊊䊚䊦䊃䊆䉝䊮䈫䊥䊷䊙䊮੍ᗐ”䋬䇸㕖✢ᒻ7878ᤨ♽೉䈮ኻ䈜䉎⃻⽎ᢙℂቇ䈱⊒ዷ䇹䉲䊮䊘䉳䉡䊛䋬ⶄ㔀♽⃻⽎䈱ᤨ♽೉⸃ᨆ䋹䋭ᢙ⺰䊶Ꮏቇ䊶කቇ䊶‛ℂ⃻⽎䋬᣿ᴦᄢቇ䋬᧲੩䋬2010 ᐕ 11 ᦬5.

ጟㇱ㕏ᙗ䋬“㤥ὐ䊶ᄥ㓁㘑䊶࿾⏛᳇䊶䉥䊷䊨䊤䊶࿾㔡䈱ᤨ♽೉䈱᭴ㅧ᛽಴䋨䋷䋩”䋬䇸㕖✢ᒻᤨ♽೉䈮ኻ䈜䉎⃻⽎ᢙℂቇ䈱⊒ዷ䇹䉲䊮䊘䉳䉡䊛䋬ⶄ㔀♽⃻⽎䈱ᤨ♽೉⸃ᨆ䋸䋭‛ℂ䊶ᢙ⺰䊶⚻ᷣ⃻⽎䋬᣿ᴦᄢቇ䋬᧲੩䋬2010 ᐕ 9 ᦬6.

ጟㇱ㕏ᙗ䋬“T-ᱜ୯ᕈ䉕ᜬ䈧ቯᏱㆊ⒟䈮ઃ㓐䈜䉎䊊䊚䊦䊃䊆䉝䊮䈫䈠䈱ᔕ↪”䋬䇸㕖✢ᒻᤨ♽೉䈮ኻ䈜䉎⃻⽎ᢙℂቇ䈱⊒ዷ䇹䉲䊮䊘䉳䉡䊛䋬ⶄ㔀♽⃻⽎䈱ᤨ♽೉⸃ᨆ䋸䋭‛ℂ䊶ᢙ⺰䊶⚻ᷣ⃻⽎䋬᣿ᴦᄢቇ䋬᧲੩䋬2010 ᐕ 9 ᦬7.

ጟㇱ㕏ᙗ䋬“㤥ὐ䊶ᄥ㓁㘑䊶࿾⏛᳇䊶䉥䊷䊨䊤䊶࿾㔡䈱ᤨ♽೉䈱᭴ㅧ᛽಴䋨䋶䋩”䋬䇸㕖✢ᒻᤨ♽೉䈮ኻ䈜䉎⃻⽎ᢙℂቇ䈱⊒ዷ䇹䉲䊮䊘䉳䉡䊛䋬ⶄ㔀♽⃻⽎䈱ᤨ♽೉⸃ᨆ䋷䋭⚻ᷣ䊶‛ℂ⃻⽎䋬᣿ᴦᄢቇ䋬᧲੩䋬2010 ᐕ 7 ᦬8.

ጟㇱ㕏ᙗ䋬“㤥ὐ䊶ᄥ㓁㘑䊶࿾⏛᳇䊶䉥䊷䊨䊤䊶࿾㔡䈱ᤨ♽೉䈱᭴ㅧ᛽಴䋨䋵䋩”䋬䇸㕖✢ᒻᤨ♽೉䈮ኻ䈜䉎⃻⽎ᢙℂቇ䈱⊒ዷ䇹䉲䊮䊘䉳䉡䊛䋬ⶄ㔀♽⃻⽎䈱ᤨ♽೉⸃ᨆ䋶䋭⚻ᷣ䊶ᢙ⺰䊶‛ℂ⃻⽎䋬᣿ᴦᄢቇ䋬᧲੩䋬2010 ᐕ 5 ᦬

ٟ ੇ ቁᴦ
1.

ੇቁᴦ㧘⏕ቯ⛎ઃဳડᬺᐕ㊄ߩ࡝ࠬࠢ▤ℂ㧙LDI ߩ⠨ኤ㧘ᣣᧄᔕ↪ᢙℂቇળ 2010 ᐕᐲᐕળ㧘᣿ᴦᄢቇ㧔᧲੩㧕
㧘2010 ᐕ 9 ᦬ 9 ᣣ2.

ੇቁᴦ㧘ᦼ㑆᭴ㅧ࡝ࠬࠢࠍ⠨ᘦߒߚ .&+ ߩౣ⹏ଔ㧘ᣣᧄ଻㒾࡮ᐕ㊄࡝ࠬࠢቇળ╙㧟࿁ᄢળ㧘᣿ᴦᄢቇ㧔᧲੩㧕㧘 ᐕ  ᦬  ᣣٟ ਄ጊᄢା
1.

਄ ጊ ᄢ ା 䋬 “A mathematical model of Liesegang type precipitation” 䋬
Mini-Workshop on Modeling䋬Simulations and Analysis of Biological Pattern
Formation䋬 Conference Room Aoba䋬4th Floor of Heanel Sendai䋬Sendai䋬2010 ᐕ
10 ᦬

2.

਄ ጊ ᄢ ା 䋬 “An application of the self-organizing mechanism in theReaction-Diffuion systems” 䋬 International Workshop on Pattern formation in
Chemical and Biological Systems䋬Eötvös University䋬Budapest䋬Hungary䋬2010
ᐕ 10 ᦬

3.

਄ጊᄢା䋬“One of the application of the self-replicating mechanism in some
Reaction-Diffusion

systems” 䋬 Reaction-Diffusion

Systems:

Experiments 䋬Modeling䋬and Analysis䋬Paris-Sud 11䋬Orsay䋬France䋬2010 ᐕ 10 ᦬4.

਄ ጊ ᄢ ା 䋬 “Mathematical model for Liesegang type precipitation” 䋬 Inorganic
Nanowires: Syntheses and Growth Mechanisms (#264) [3A]䋬The International
79

79

Chemical Congress of Pacific Basin Societies䋬the Hawaii Convention Center
304A䋬Honolulu䋬Hawaii䋬USA䋬2010 ᐕ 12 ᦬
ٟ ⧯㊁෹৻㇢
1.

⧯㊁෹৻㇢䋬“ቇ⠌⢻ജ䈱ㅴൻ”䋬ᣣᧄੱ㘃ቇળ䋬દ㆐䋬2010 ᐕ 10 ᦬

2.

⧯㊁෹৻㇢䋬“Does inclusive fitness always predict the direction of evolution? : amathematical answer”䋬ᣣᧄᢙℂ↢‛ቇળ䋬ർᄢ䋬ർᶏ㆏䋬2010 ᐕ 9 ᦬ٟ ፉ↰ᓼਃ
1.

Tokuzo Shimada and Kazuhiro Kubo, Matrix diagonalization in the quantum
anisotropic Kepler problem,The Fifteenth International Symposium on Artificial
Life and Robotics 2010 (AROB15th ’ 10),B-Con Plaza, Beppu, Oita, Japan, 2010 ᐕ
2᦬2.

ਭ଻㓶ብ, ፉ↰ᓼਃ, AKP ߩḰ૏⛔⸘ߣᵄേ㑐ᢙߩࡑ࡞࠴ࡈ࡜ࠢ࠲࡞ᕈ, ᣣᧄ‛ℂቇળ ⑺ቄᄢળ, ᄢ㒋ᐭ┙ᄢቇਛ⊖⥠㠽ࠠࡖࡦࡄࠬ, 2010 ᐕ 9 ᦬3.

ፉ↰ᓼਃ, ਭ଻㓶ብ, Anisotropic Kepler Problem ߩḰ૏⛔⸘ߣᵄേ㑐ᢙߩࡑ࡞࠴ࡈ
࡜ࠢ࠲࡝࠹ࠖ, ᣣᧄ‛ℂቇળ ⑺ቄᄢળ, ᄢ㒋ᐭ┙ᄢቇਛ⊖⥠㠽ࠠࡖࡦࡄࠬ, 2010 ᐕ 9᦬4.

ፉ↰ᓼਃ, ቞ደፏિ, ᄢၞ⊛ Duffing ᝄሶ⚿วᮨဳߦ߅ߌࠆหᦼ⃻⽎Τ, ᣣᧄ‛ℂቇળ ⑺ቄᄢળ, ᄢ㒋ᐭ┙ᄢቇਛ⊖⥠㠽ࠠࡖࡦࡄࠬ, 2010 ᐕ 9 ᦬

5.

ፉ↰ᓼਃ, ਭ଻㓶ብ, Anisotropic Kepler Problem(AKP)ߢߺࠆ㊂ሶฎౖኻᔕ, ᣣᧄ‛ℂቇળ ╙ 66 ࿁ᐕᰴᄢળ, ᣂẟᄢቇ੖ච፲ࠠࡖࡦࡄࠬ, 2011 ᐕ 3 ᦬

6.

ਭ଻㓶ብ, ፉ↰ᓼਃ, AKP Ḱ૏⛔⸘ߣ๟ᦼ゠㆏ℂ⺰, ᣣᧄ‛ℂቇળ ╙ 66 ࿁ᐕᰴᄢળ,ᣂẟᄢቇ੖ච፲ࠠࡖࡦࡄࠬ, 2011 ᐕ 3 ᦬

7.

ౝጊਭ๺㧘ፉ↰ᓼਃ, ቞ደፏિ, Energy harvesting ߣ㕖✢ᒻᝄሶ, ᣣᧄ‛ℂቇળ ╙66 ࿁ᐕᰴᄢળ, ᣂẟᄢቇ੖ච፲ࠠࡖࡦࡄࠬ, 2011 ᐕ 3 ᦬

ٟ ᧃ᧻ J. ାᒾ
1.

ᧃ᧻ J. ାᒾ䋬“౞ᒻ෻ᔕ႐䉕વ᠞䈜䉎ൻቇ෻ᔕᵄ䈱㓸࿅䈏ᒻᚑ䈜䉎⇹ኒᵄ”䋬ᣣᧄൻቇળ╙ 91 ᤐቄᐕળ䋨ᧄᐕળ䈲ਛᱛ䈮䈭䉍䉁䈚䈢䈏䇮⊒⴫䈲ᚑ┙䈚䈢䉅䈱䈫䉂䈭䈘䉏䈩䈍䉍䉁
䈜䋩䋬2011 ᐕ 3 ᦬2.

ᧃ᧻ J. ାᒾ䋬“⴫㕙ᒛജᏅ䈪㚟േ䈘䉏䉎ᮦ⣖⦁䈱㓸࿅ㆇേ”䋬╙ 47 ࿁ ⥄ᓞಽᢔ䉲䉴䊁䊛ㇱ⎇ⓥળ䋬2010 ᐕ 12 ᦬

3.

ᧃ᧻ J. ାᒾ䋬“Spatio-temporal pattern of fluid and its application to construct a
hierarchic structure” 䋬 ᣿ ᴦ ᄢ ቇ 䉫 䊨 䊷 䊋 䊦 COE 䊒 䊨 䉫 䊤 䊛 ⑼ ⋡ 䇸 Advanced
Mathematical Sciences II䇹䋬᣿ᴦᄢቇ䋬2010 ᐕ 10 ᦬
80

80

4.

ᧃ᧻ J. ାᒾ䋬“Collective behavior of micro-organisms induced by phototaxis”䋬᣿ᴦᄢቇ䉫䊨䊷䊋䊦 COE 䊒䊨䉫䊤䊛⑼⋡䇸Advanced Mathematical Sciences I䇹䋬2010 ᐕ
9᦬

5.

ᧃ᧻ J. ାᒾ䋬“ᮦ⣖⦁䈱ᷦṛ䋭ታ㛎䈫ℂ⺰䈱䉮䊤䊗䊧䊷䉲䊢䊮”䋬ᐢፉᄢቇ䊶᣿ᴦᄢቇ䊶㦖⼱ᄢቇ㩷 วหวኋ䋬2010 ᐕ 8 ᦬

6.

ᧃ᧻ J. ାᒾ䋬“↢‛䊶ή↢‛䈮䈍䈔䉎䊌䉺䊷䊮ᒻᚑ”䋬⚦⢩䈱䈎䈢䈤䈫ᯏ⢻䊒䊨䉳䉢䉪䊃⎇ⓥ䉶䊮䉺䊷㩷 ╙䋱䋵࿁䉶䊚䊅䊷䋬2010 ᐕ 7 ᦬

7.

ᧃ᧻ J. ାᒾ䋬“႐䉕੺䈚䈩⋧੕૞↪䈜䉎⥄ᓞㆇേ☸ሶ䈱㓸࿅ㆇേ”䋬੩ㇺ㚞೨䉶䊚䊅䊷䋬2010 ᐕ 5 ᦬

ٟ ਛ᧛๺ᐘ
1.

ਛ᧛๺ᐘ䋬“ᐔṖൻಽᏓ䉕೑↪䈚䈢䊂䊷䉺หൻ䉴䉨䊷䊛”䋬╙ 60 ࿁ℂ⺰ᔕ↪ജቇ⻠Ṷળ䋬᧲੩Ꮏᬺᄢቇ䋬᧲੩䋬2011 ᐕ 3 ᦬2.

ਛ᧛๺ᐘ䋬“ᣣᧄ䈮䈍䈔䉎 EFD/CFD Ⲣว䈱ᣇะᕈ䌾䊂䊷䉺䈫⛔⸘䈱⑼ቇ䈎䉌”䋨䊌䊈䊦䊂䉞䉴䉦䉾䉲䊢䊮䋩䋬╙䋴࿁ EFD/CFD Ⲣว䊪䊷䉪䉲䊢䉾䊒䋬⑺⪲ේ䉻䉟䊎䊦䋬᧲੩䋬2011 ᐕ 1 ᦬

3.

ਛ᧛๺ᐘ䋬“㊄Ⲣᤨ♽೉นⷞൻ䈱ᣂ䈚䈇䉝䊒䊨䊷䉼”䋬⚻ᷣ‛ℂቇ䈮ၮ䈨䈒㊄Ⲣᤨ♽೉䈱นⷞൻ䈮㑐䈜䉎䊪䊷䉪䉲䊢䉾䊒䋬᣿ᴦᄢቇ䋬᧲੩䋬2010 ᐕ 12 ᦬

4.

ਛ᧛๺ᐘ䋬“Ꮏቇ䈮䈍䈔䉎䊂䊷䉺หൻ䈫䈠䈱ᔕ↪”䋬ⶄ㔀♽⃻⽎䈱ᤨ♽೉⸃ᨆ䋹䋬᣿ᴦᄢቇ䋬᧲੩䋬2010 ᐕ 11 ᦬

5.

ਛ᧛๺ᐘ䋬“ᄢⷙᮨ䊶㜞㗫ᐲᤨ♽೉䈮ኻ䈜䉎 SSA ⸃ᨆ”䋬ⶄ㔀♽⃻⽎䈱ᤨ♽೉⸃ᨆ䋸䋬᣿ᴦᄢቇ䋬᧲੩䋬2010 ᐕ 10 ᦬

6.

ਛ᧛๺ᐘ䋬“⛔⸘⊛ᢙℂ䊝䊂䊦Ⲣว䈫⃻⽎ᢙℂቇ”䋬ⴕേ⸘㊂ቇળ䋬ၯ₹ᄢቇ䋬ၯ₹䋬
2010 ᐕ 9 ᦬

7.

ਛ᧛๺ᐘ䋬“ᄢⷙᮨ䉟䊔䊮䊃㚟േ䉲䉴䊁䊛䈱䊂䊷䉺หൻ”䋬ⶄ㔀♽⃻⽎䈱ᤨ♽೉⸃ᨆ䋷䋬᣿ᴦᄢቇ䋬᧲੩䋬2010 ᐕ 7 ᦬

8.

ਛ᧛๺ᐘ䋬“䉟䊔䊮䊃㚟േဳ䉲䉴䊁䊛䈮ኻ䈜䉎䊝䊂䊥䊮䉫䈫䊂䊷䉺หൻ”䋬╙ 59 ࿁ℂ⺰ᔕ↪ജቇ⻠Ṷળ䋬ᣣᧄቇⴚળ⼏䋬᧲੩䋬2010 ᐕ 6 ᦬ٟ භㇱජ↱
1.

Chiyori Urabe and Shinji Takesue,̌Fracture toughness and maximum
stress in a disordered lattice system̍, 16th ACP Workshop ̌Physics ofFracture and Related Problems̍, 22th – 23th July 2010, Tokyo

2.

Chiyori Urabe and Shinji Takesue,̌Enhancement of Fracture Toughness
and Maximum Stress In a Disordered Lattice System̍, 18th European
Conference on Fracture, August 30th – September 3rd, 2010, Dresden,
8181Germany3.

භㇱජ↱, ᱞᧃ⌀ੑ, ‫ޟ‬ᷙวࡃࡀ♽ߦ߅ߌࠆ⎕უ⃻⽎ IV‫ޠ‬, ᣣᧄ‛ℂቇળ╙
66 ࿁ᐕᰴᄢળ, 2011 ᐕ 3 ᦬ 25 ᣣ㨪28 ᣣ㧘ᣂẟ㧘̪࿾㔡ߦࠃࠅቇળ⥄૕ߪਛᱛ‫ޔ‬ૉߒ Web ਄ߩ⊒⴫ࠍታ㓙ߩ⊒⴫ߩઍࠊࠅߣߔࠆߣߩߎߣٟ ᧁਅୃ৻
1.

ᧁਅୃ৻䋬“䊈䉾䊃䊪䊷䉪᭴ㅧ䈱㆑䈇䈮䉋䉍⃻䉏䉎䊑䊷䊥䉝䊮䉻䉟䊅䊚䉪䉴䈱․ᓽ”䋬╙ 2 ࿁ᔕ↪䉲䉴䊁䊛䊋䉟䉥䊨䉳䊷⎇ⓥળ䇺⚦⢩ౝ䊈䉾䊃䊪䊷䉪䈱䉝䊃䊤䉪䉺䊷䈫䉻䉟䊅䊚䉪䉴䇻䋬੩ㇺᄢቇ㩷ቝᴦ䉨䊞䊮䊌䉴䋬2011 ᐕ 3 ᦬2.

ᧁਅୃ৻䋬“䊈䉾䊃䊪䊷䉪᭴ㅧ䈱㆑䈇䈮䉋䉍⃻䉏䉎䊑䊷䊥䉝䊮䉻䉟䊅䊚䉪䉴䈱․ᓽ”䋬NLPM 䉶䊚䊅䊷䋬ᐢፉᄢቇᄢቇ㒮ᢙℂಽሶ↢๮ℂቇኾ᡹䋬2011 ᐕ 3 ᦬3.

ᧁਅୃ৻䋬“ⶄ㔀䊈䉾䊃䊪䊷䉪਄䈱䊑䊷䊥䉝䊮䉻䉟䊅䊚䉪䉴”䋬੹㊁⎇ⓥቶ䉶䊚䊅䊷䋬ᮮᵿ࿖┙ᄢቇ䋬2010 ᐕ 11 ᦬

4.

S.Kinoshita䋬“The gene regulatory dynamics in the complex networks”䋬The Third
China-Japan Colloquium of Mathematical Biology䋬Beijing China䋬2010 ᐕ 10 ᦬

5.

ᧁਅୃ৻䋬“⇣䈭䉎᭴ㅧ䉕ᜬ䈧䊈䉾䊃䊪䊷䉪਄䈪䈱 Boolean Dynamics 䈱Ყセ”䋬ᐢፉ䊶㦖⼱䊶᣿ᴦᄢቇวหวኋ䋬ᐢፉᏒ䋬2010 ᐕ 8 ᦬

6.

ᧁਅୃ৻䋬“ㆮવሶ䊈䉾䊃䊪䊷䉪᭴ㅧ䈫䉻䉟䊅䊚䉪䉴䈱㑐ଥ”䋬᣿ᴦᢙℂ⑼ቇ EXHIBITION䋬᣿ᴦᄢቇ↢↰䉨䊞䊮䊌䉴䋬2010 ᐕ 5 ᦬

ٟ ෹ᨑ᣿଻
1.

෹ᨑ᣿଻䋬ᩉỈᄢ࿾䋬੹᧛ථผ䋬⷏ᚑᵴ⵨䋬“ੱ䈱෻ᔕવ᠞ㅦᐲ䈫䊨䉴䉺䉟䊛ᦨዊൻ”䋬ᣣᧄᔕ↪ᢙℂቇળ㩷 ᤐ䈱⎇ⓥㇱળㅪว⊒⴫ળ䋬᧲੩䋬2011 ᐕ 3 ᦬2.

෹ᨑ᣿଻䋬ᩉỈᄢ࿾䋬੹᧛ථผ䋬⷏ᚑᵴ⵨䋬“ੱ䈱෻ᔕવ᠞ㅦᐲ䈫䊃䊤䊔䊦䉺䉟䊛䈱ዉ಴”䋬
2010 ᐕᐲᔕ↪ᢙቇวห⎇ⓥ㓸ળ䋬ṑ⾐䋬2010 ᐕ 12 ᦬

3.

෹ᨑ᣿଻䋬“䉰䉫ㇱ䈪䈱ᷦṛᒻᚑ䊜䉦䊆䉵䊛䈫㍲ⷞ⃻⽎”䋬௢䉌䈱วኋ 2010䌾Ⲣว䈮ะ䈔䈩䋨ᐢፉᄢቇ䋬᣿ᴦᄢቇ䋬㦖⼱ᄢቇวหวኋ䋩䋬YMCA 䉮䊮䊐䉤䊧䉴䊃ḡ᧪䋬ᐢፉ䋬2010 ᐕ 8᦬4.

෹ᨑ᣿଻䋬“ᷦṛᒻᚑ䊜䉦䊆䉵䊛䈮ẜ䉃㍲ⷞ⃻⽎䈫ᷦṛ✭๺ ”䋬᣿ᴦᢙℂ⑼ቇ
EXHIBITION䋬᣿ᴦᄢቇ䋬␹ᄹᎹ䋬2010 ᐕ 5 ᦬ٟ ᳗↰⵨૞
1.

㋈ᧁ⛋ሶ, ᤨ↰ືᔒ, ᾢ⼱৻㇢, ᳗↰⵨૞, ᩙ↰ᢘ, ᧛੗␭৻, ☸ሶጀߦု⋥ߦⴣ⓭ߔࠆ᷵ベߩᝄࠆ⥰޿, ᣣᧄᷙ⋧ᵹቇળᐕળ 2009, ᾢᧄᄢቇ, 2009 ᐕ 8᦬2.

㋈ᧁ⛋ሶ㧘ᾢ⼱৻㇢㧘᳗↰⵨૞㧘ᩙ↰ᢘ, ☸ሶጀ߳ߩ᷵ベߩⴣ⓭, ⴣ⓭⎇ⓥ8282

ળ, ർᶏ㆏ᄢቇ, 2009 ᐕ 11 ᦬
3.

M. Bertsch, ਃ᧛᣽ᵏ, ᳗↰⵨૞, ⧯⁜ᔀ, ធ⸅ᛥ೙ലᨐࠍ઻߁⚦⢩㓸࿅ߩ
ᢙℂࡕ࠺࡞, ᣣᧄᔕ↪ᢙℂቇળ 2010 ᐕᐲᐕળ, ᣿ᴦᄢቇ, 2010 ᐕ 9 ᦬

4.

᳗↰⵨૞, ᵹࠇࠍ⺃⿠ߔࠆ⚛ሶ㓸࿅ߩᵹേ᜼േ, ᣣᧄᵹ૕ജቇળᐕળ 2010,ർᶏ㆏ᄢቇ, 2010 ᐕ 9 ᦬

5.

᳗↰⵨૞, ⥄Ꮖᵹ૕㚟േ‛૕ߩ㓸࿅ㆇേ, ᣣᧄ‛ℂቇળᐔᚑ 22 ᐕᐲ⑺ቄᄢ
ળ, ᄢ㒋ᐭ┙ᄢቇ, 2010 ᐕ 9 ᦬

6.

᳗↰⵨૞, ⥄Ꮖផㅴߔࠆ‛૕㓸࿅ߩᵹ૕ജቇ, ੩ㇺᄢቇᢙℂ⸃ᨆ⎇ⓥᚲ⎇ⓥ
ળ‫ⶄޟ‬㔀ᵹ૕ߩᢙℂ⸃ᨆߣᢙ୯⸃ᨆ‫ޠ‬, 2010 ᐕ 9 ᦬

7.

M.Bertsch, M.Mimura, Y.Nagata and T.Wakasa, On a simplified tumor growthmodel with contact-inhibition. Far-From-Equilibrium Dynamics 2011 (January
2011, Kyoto, JAPAN)

8.

⧯⁜ᔀ, M. Bertsch, ਃ᧛᣽ᵏ, ᳗↰⵨૞, ធ⸅ᛥ೙ലᨐࠍ઻߁⚦⢩㓸࿅ࡕ࠺࡞, ᣣᧄᢙቇળ 2011 ᐕᐲᐕળٟ ਛᯅ ᷤ1.

ਛᯅᷤ䋬“ੱ㘃ㅴൻ䈫ቇ⠌⢻ജ”䋬╙ 3 ࿁ᣣᧄੱ㑆ⴕേㅴൻቇળ䋬␹ᚭ䋬2010 ᐕ 12 ᦬2.

ਛᯅᷤ䋬“Evolution of learning abilities in the genus Homo”䋨࿖㓙⎇ⓥ㓸ળ䋩䋬The
Third China-Japan Colloquium of Mathematical Biology䋬ਛ࿖䋬ർ੩䋬2010 ᐕ 10 ᦬3.

ਛᯅᷤ䋬“ೋᦼੱ㘃䈮䈍䈔䉎❥ᱺᒻᘒ䈱ㅴൻ”䋬╙ 64 ࿁ᣣᧄੱ㘃ቇળ䋬દ㆐䋬2010 ᐕ 10᦬4.

ਛᯅᷤ䋬“Conditions for the evolution of conformist transmission”䋬╙ 20 ࿁ᣣᧄᢙℂ↢‛ቇળ䋬ᧅᏻ䋬2010 ᐕ 9 ᦬5.

ਛᯅᷤ䋬“ੱ䈲䈭䈟⾫䈒䈭䈦䈢䈱䈎䋿”䋬╙ 12 ࿁ᣣᧄㅴൻቇળ䋬᧲੩䋬2010 ᐕ 8 ᦬6.

ਛᯅᷤ䋬“ቇ⠌⢻ജ䈱ㅴൻ䈫ੱ㘃ผ”䋬╙ 5 ࿁⃻⽎ᢙℂ⧯ᚻ䉲䊮䊘䉳䉡䊛䋬Ꮉፒ䋬2010 ᐕ 6
᦬ٟ ㊁ᵤ⵨ผ
1.

㊁ᵤ⵨ผ㧘↰┵ᱜਭ,㔌ᢔ L2 ⹏ଔ г․ᕈᦛ✢Ꮕಽᴺ߳ߩᔕ↪г, ᣣᧄᢙቇળ, 2011 ᐕ 3
᦬ 22 ᣣ,ᣧⒷ↰ᄢቇ㧘ᣂኋ2.

㊁ᵤ⵨ผ㧘↰┵ᱜਭ, L2 ⹏ଔߣ㔌ᢔ L2 ⹏ଔ, ᣣᧄᔕ↪ᢙℂቇળ⎇ⓥㇱળㅪว⊒⴫ળ,
2011 ᐕ 3 ᦬ 7 ᣣ, 㔚᳇ㅢାᄢቇ㧘⺞Ꮣ3.

㊁ᵤ⵨ผ㧘ጊญ዁ᄢ㧘਄ጊᄢା, ⥄Ꮖ⚵❱ൻᯏ᭴ࠍ೑↪ߒߚࡔ࠶ࠪࡘ↢ᚑᚻᴺߩ㐿⊒,ᣣᧄᔕ↪ᢙℂቇળㅪ⛯૕ജቇߩ⃻⽎ߣᢙℂ⎇ⓥㇱળࠪࡦࡐࠫ࠙ࡓ, 2011 ᐕ 2 ᦬ 23 ᣣ,਻Ꮊᄢቇ⷏ᣂࡊ࡜ࠩ㧘⑔ጟ4.

㊁ᵤ⵨ผ, ή㒢 Prandtl ᢙᾲኻᵹ໧㗴߳ߩ․ᕈᦛ✢᦭㒢ⷐ⚛ᴺߩㆡ↪, ᣣᧄᔕ↪ᢙℂ
83

83

ቇળⅣἑᚭౝᔕ↪ᢙℂ⎇ⓥㇱળࠪࡦࡐࠫ࠙ࡓ, 2011 ᐕ 1 ᦬ 22 ᣣ, ጟጊℂ⑼ᄢቇ㧘ጟጊ
5.

㊁ᵤ⵨ผ, ․ᕈᦛ✢᦭㒢ⷐ⚛ᴺߩᔕ↪, 2010 ᐕᐲᔕ↪ᢙቇวห⎇ⓥ㓸ળ, 2010 ᐕ 12
᦬ 18 ᣣ, 㦖⼱ᄢቇ㧘ᄢᵤ

6.

㊁ᵤ⵨ผ, R. Miresmaeili, N. Saintier, J.-M. Olive, ㊄ጊኡ, ᧚ᢱౝߩ৻ᣇะㅪᚑ⚿᥏႟ᕈ-᳓⚛᜛ᢔࠪࡒࡘ࡟࡯࡚ࠪࡦ, ╙ 59 ࿁ℂ⺰ᔕ↪ജቇ⻠Ṷળ, 2010 ᐕ 6 ᦬ 10 ᣣ,᧲੩ቇⴚળ⼏㧘᧲੩ٟ ၳౝผᦶ
1.

ၳౝผᦶ䋬“₎ኂኻ╷䈎䉌⷗䉎ੱ䈫⥄ὼ䈱㑐ଥ䈱࿾ၞ㑆ᄌ⇣”䋬ᢙℂ␠ળቇળ䋬ᴒ✽࿖㓙ᄢቇ䋬2011 ᐕ 3 ᦬2.

ၳౝผᦶ䋬“䊖䉴䊃―䉭䉴䊃䈱⋧੕૞↪䋺㜞ජⓄᄛ␹ᭉ䈮ᵈ⋡䈚䈩”䋬ᣣᧄ␠ળቇળ䋬ฬฎደᄢቇ䋬2010 ᐕ 11 ᦬

3.

ਛᯅᷤ䋬ၳౝผᦶ䋬“ೋᦼੱ㘃䈮䈍䈔䉎❥ᱺᒻᘒ䈱ㅴൻ”䋬ᣣᧄੱ㘃ቇળ䋬દ㆐Ꮢ䋬2010
ᐕ 10 ᦬

4.

ၳౝผᦶ䋬“ᄙᢥൻ䈏଻䈢䉏䉎䊜䉦䊆䉵䊛䋺ⓨ㑆᭴ㅧ䈱䈅䉎⺞ᢛ䉭䊷䊛 ABM 䈮䉋䉎ಽᨆ”䋬
ᢙℂ␠ળቇળ䋬₡දᄢቇ䋬.2010 ᐕ 9 ᦬

5.

ၳౝผᦶ䋬“䉫䊨䊷䊋䊥䉷䊷䉲䊢䊮䈎䉌䉫䊨䊷䉦䊥䉷䊷䉲䊢䊮䈻”䋬ᣣᧄᔕ↪ᢙℂቇળ䋬᣿ᴦᄢቇ䋬2010 ᐕ 9 ᦬

6.

ၳౝผᦶ䋬“㓸࿅䈱၂ᩮ䉕⿧䈋䈢␠ળ”䋬╙ 6 ࿁⃻⽎ᢙℂ⧯ᚻ䉲䊮䊘䉳䉡䊛䇺⃻⽎ᢙℂቇ䈫ᢙℂ␠ળቇ䈱ኻ⹤䇻䋬᣿ᴦᄢቇ䋬2010 ᐕ 7 ᦬ٟ ↸↰ᜏ਽
1.

↸↰ᜏ਽䋬࡜ࡦ࠳ࡓ࡮ࠣ࡜ࡈ਄ߩᨑߩ㊂ሶត⚝䋬╙ 7 ࿁ ࡀ࠶࠻ࡢ࡯ࠢ↢ᘒቇࠪࡦࡐࠫ
࠙ࡓ䋬⬿₺࡞࡯࠮ࡦ࠻ ࠲ࠞࡒࡗ䋬2011 ᐕ 3 ᦬2.

↸↰ᜏ਽䋬ᤨ㑆⊛ߦ㕖৻᭽ߥ 2 ⁁ᘒ㊂ሶ࠙ࠜ࡯ࠢߩቯᏱಽᏓߣಽᏓ෼᧤ቯℂ䋬ή㒢☸
ሶ♽䋬⏕₸႐ߩ⻉໧㗴 VI䋬ᄹ⦟ᅚሶᄢቇ䋬2011 ᐕ 2 ᦬

3.

↸↰ᜏ਽䋬2 ⁁ᘒ㊂ሶ࠙ࠜ࡯ࠢߩዪ࿷ൻࡕ࠺࡞ߦኻߔࠆᭂ㒢ಽᏓ䋬╙ 23 ࿁㊂ሶᖱႎᛛⴚ⎇ⓥળ䋬᧲੩ᄢቇ䋬2010 ᐕ 11 ᦬ٟ Siew Hai-Yen
1.

Siew䋬H.–Y.䋬“Semi-parametric estimation of modulated renewal processes”䋬The
Second International Conference on Mathematical Sciences (ICMS2-2010)䋬Kuala
Lumpur䋬Malaysia䋬2010 ᐕ 12 ᦬

2.

Siew 䋬 H.–Y. 䋬 “The generalized t–distribution on the circle” 䋬 Mathematical
Sciences based on Modeling䋬Analysis and Simulation Seminar (MAS Seminar) of
84

84

the Meiji University GCOE Program䋬Ikuta Campus of Meiji University䋬Tokyo䋬
2010 ᐕ 7 ᦬వ┵ᢙℂㇱ㐷
ٟ ⨲㊁ቢ਽
1.

⨲㊁ቢ਽䋬“ᄥ㓁⏛႐䈱♖ኒ 3 ᰴర䊝䊂䊦䈮䈧䈇䈩᭎ⷐ”䋬›ጊ 䌇䌅䌍䌓䌉䌓䊪䊷䉪䉲䊢䉾䊒䋬2010 ᐕ 12 ᦬

2.

K. Kusano䋬S. Inoue䋬D. Shiota䋬T. Yamamoto䋬“An MHD Model of the Major Solar
Flare on 2006 December 13”䋬 San Francisco AGU2010䋬2010 ᐕ 12 ᦬

3.

⨲㊁ቢ਽䋬“ᄥ㓁ᵴേ䈫ᄥ㓁࿤䈱ᄌേ䈮䈧䈇䈩䌾᳇୥ᄌേ䈱┙႐䈎䉌䌾”䋬ᄥ㓁ᵴേ䈫᳇୥ᄌേ䈱㑐ଥ䈮㑐䈜䉎ฬฎደ䊪䊷䉪䉲䊢䉾䊒䋬ฬฎደᄢቇ䋬2010 ᐕ 11 ᦬

4.

K.Kusano 䋬 T.Yamamoto 䋬 S.Inoue 䋬 D.Shiota 䋬“Data-driven Modeling ofK.Nishida 䋬 R.Kataoka 䋬Solar Flares and CMEs” 䋬 ฬ ฎ ደ ᄢ ቇ 2010

STELab-KASI Workshop on Space Weather䋬2010 ᐕ 10 ᦬
5.

K.Kusano 䋬 T.Yamamoto 䋬 S.Inoue 䋬 D.Shiota 䋬“Data-driven Modeling ofK.Nishida 䋬 R.Kataoka 䋬Solar Flares and CMEs” 䋬 ੩ ㇺ ᄢ ቇ ⧎ ጊ ᄤ ᢥ บ

CAWSES II One-day Workshop: CME/ICME and Solar Wind䋬2010 ᐕ 10 ᦬
6.

⨲㊁ቢ਽䋬“⻠⟵ ቝቮ䈫࿾⃿䈫ⅣႺᄌേ 䋭䈠䈱ℂ⸃䈫੍᷹䋭”䋬ᴺ᡽ᄢቇੱ㑆ⅣႺቇㇱੱ㑆ⅣႺ䉶䊚䊅䊷䋬ᴺ᡽ᄢቇ 䋬2010 ᐕ 5 ᦬

7.

⨲㊁ቢ਽䋬“ቝቮ᳇୥ቇ䈱൮᜝⊛䈭䊝䊂䊥䊮䉫䈻ะ䈔䈩”䋬᐀ᒛ䊜䉾䉶 ࿾⃿ᖺᤊㅪวᄢળ䋬2010 ᐕ 5 ᦬

8.

⨲㊁ቢ਽䋬“ᄥ㓁䊐䊧䉝⊒↢䈲੍⍮䈪䈐䉎䈎䋿”䋬᐀ᒛ䊜䉾䉶 ࿾⃿ᖺᤊㅪวᄢળ䋬2010 ᐕ 5᦬ٟ ዊᨋ ੫1.

ዊ ᨋ ੫ 䋬 “Toward Understanding the Locomotion of Animals” 䋬 International
Workshop on Far-From-Equilibrium Dynamics䋬Kyoto䋬2011 ᐕ 1 ᦬2.

ዊᨋ੫䋬“↢‛䈫ᢙቇ䈫䊨䊗䉾䊃䈫”䋬↥✚⎇⻠Ṷળ䇸䉇䉒䉌䈎䈇䊨䊗䉾䊃䇹╙䋴࿁䋬䈧䈒䈳䋬2011
ᐕ1᦬

3.

ዊᨋ੫䋬“⸘▚䈜䉎䉝䊜䊷䊋䈱ਇᕁ⼏”䋬ቝቮ䃩⥄ὼ⻠ᐳ䋬ᵻญᏒ䈸䉏䈅䈇੤ᵹ㙚䉰䊮䊌䊧䉝䋬ᵻญᏒ䋬2010 ᐕ 12 ᦬

4.

ዊᨋ੫䋬“Mathematical Modeling of Crawling Animals”䋬9th iCeMS International
Symposium ‘Mesoscale Control and Engineering of Self-Organized and Excitable
Systems in Biology and Chemistry’䋬Kyoto䋬2010 ᐕ 12 ᦬

5.

ዊᨋ੫䋬“Mathematical Modeling of the Locomotion of Amoeba”䋬Czech-Japan
Seminar in Applied Mathematics䋬Prague䋬Telc䋬Czech䋬2010 ᐕ 8䌾9 ᦬
85

85

6.

ዊᨋ੫䋬“Mathematical Modeling for Pattern Formation in Nature”䋬ISSCG-14䋬
Dalian䋬China䋬2010 ᐕ 8 ᦬7.

ዊᨋ੫䋬“⌀ᱜ☼⩶䈱⍮ᕈ -- ⚦⢩䈱䉣䉸䊨䉳䉦䊦䉻䉟䊅䊚䉪䉴 --”䋬ℂ⎇ ASI ⚦⢩䉲䉴䊁䊛䉮䊨䉨䉡䊛 䉲䊥䊷䉵 I 䇸ℂ⺰↢‛ቇ䇹䋬๺శᏒ䋬2010 ᐕ 6 ᦬

ٟ ᧖ේෘศ
1.

K. Sugihara䋬“Design of antigravity slopes for visual illusion”䋬27th European
Workshop on Computational Geometry䋬Morschach䋬Switzerland䋬March 28-300䋬
pp. 55-58䋬2011 ᐕ 3 ᦬2.

᧖ේෘศ䋬“ਇᕁ⼏䈭┙૕䈏ᄞ䉕⢒䉃䌾ᄞ䈫䈲⷗䉎䉅䈱䈪䈲䈭䈒䈩૞䉎䉅䈱䌾”䋬ධጊᄢቇ䊶⼾↰Ꮏᬺᄢቇㅪ៤⻠Ṷળ䋬⼾↰Ꮏᬺᄢቇ䋬2010 ᐕ 12 ᦬

3.

᧖ේෘศ䋬“㍲ⷡ䈎䉌⷗䈢䉣䉾䉲䊞䊷⧓ⴚ䈱ᢙℂ”䋬᣿ᴦᄢቇฦ⎇ⓥ⑼ᮮᢿဳ䉦䊥䉨䊠䊤䊛㩷䊒䊨䉳䉢䉪䊃♽⑼⋡㩷 వ┵ᢙℂ⑼ቇ䌉䌉䇺㍲ⷡ䈫ᢙℂ䇻䋬᣿ᴦᄢቇ⚡⚬㙚䋬2010 ᐕ 12 ᦬

4.

᧖ේෘศ䋬“ਇน⢻䊝䊷䉲䊢䊮䈱ᢙℂ”䋬᣿ᴦᄢቇฦ⎇ⓥ⑼ᮮᢿဳ䉦䊥䉨䊠䊤䊛㩷 䊒䊨䉳䉢䉪䊃♽⑼⋡㩷 వ┵ᢙℂ⑼ቇ䌉䌉䇺㍲ⷡ䈫ᢙℂ䇻䋬᣿ᴦᄢቇ⚡⚬㙚䋬2010 ᐕ 12 ᦬

5.

᧖ේෘศ䋬ජ⪲⋵┙⃻ઍ↥ᬺ⑼ቇ㙚䈱ડ↹ዷ␜䇸䉂䉎䋣䉂䈋䉎䋿㍲ⷞ䈎䉌ត䉎ⷞⷡ䈱䈚䈒䉂䇹䋬䇸૗䈪䉅ๆᒁ 4 ᣇะ䈜䈼䉍บ䇹䈱ᄢ䈐䈭┙૕䈏ዷ␜䈘䉏䈢䇯2010 ᐕ 10 ᦬ 9 ᣣ-11 ᦬
28 ᣣ

6.

᧖ේෘศ䋬“䈣䉁䈚⛗䈫㍲ⷡ㩷 䌾⑳䈢䈤䈲䈅䉍䈱䉁䉁䉕⷗䈩䈇䉎䈱䈪䈚䉊䈉䈎䌾”䋬ጘ㒂⋵┙᢫ᄥ㜞╬ቇᩞ䋬2010 ᐕ 10 ᦬

7.

K. Sugihara 䋬 T. Sato and A. Okabe 䋬 “Simple and unbiased kernel density
functions for network analysis” 䋬 Proceedings of the 10th International
Symposium on Communication and Information Technologies (ISICT 2010) 䋬
Tokyo䋬pp.827-832䋬2010 ᐕ 10 ᦬ 26-29 ᣣ

8.

᧖ේෘศ䋬“䈣䉁䈚⛗䈱⒁ኒ”䋬䉰䉟䉣䊮䉴䊐䉞䊦䊛䉦䊐䉢 2010䋬⑼ቇᛛⴚ㙚䋬2010 ᐕ 9 ᦬

9.

᧖ේෘศ䋬“਎⇇㍲ⷡ䉮䊮䊁䉴䊃ෳᚢႎ๔”䋬╙ 3 ࿁㍲ⷡ䊪䊷䉪䉲䊢䉾䊒䋬᣿ᴦᄢቇ⚡⚬㙚䋬
2010 ᐕ 9 ᦬

10. ᧖ේෘศ䋬䇺䉥䊷䊒䊮䊶䉴䊕䊷䉴 2010䇻಴ຠ૞ኅ䈮䉋䉎䉟䊯䉢䊮䊃䋬䉝䊷䊁䉞䉴䊃䊃䊷䉪䋺┻ౝ㦖ੱ䇮䉭䉴䊃䋺᧖ේෘศ䋬䌎䌔䌔䉟䊮䉺䊷䉮䊚䊠䊆䉬䊷䉲䊢䊮䉶䊮䉺䊷䊐䉤䊷䊤䊛䋬᧲੩䉥䊕䊤䉲䊁
䉞䋬2010 ᐕ 9 ᦬
11. ᧖ේෘศ䋬“ᄞᎿቇ --- ᄞ䉕䈎䈭䈋䉎ᛛⴚ䋬┙૕㍲ⷞ䈱ᢙℂ --- 䈣䉁䈚⛗䉕┙૕䈮䈚䈩䉂䉋䈉”䋬⑔ጟ⋵ዊୖ㜞ᩞ䉴䊷䊌䊷䉰䉟䉣䊮䉴䊊䉟䉴䉪䊷䊦․೎⻠⟵䋬2010 ᐕ 7 ᦬
12. K. Sugihara䋬“Voronoi-diagram approach to Escher-like tiling”䋬T㩷 Proceedings ofthe 7th 㩷 International Symposium on Voronoi Diagrams in Science andEngineering䋬Quebec䋬pp.199-204䋬2010 ᐕ 6 ᦬ 28-30 ᣣ8686ٟ ᩊ↰㆐ᄦ
1.

ᄢጊବ੫䋬ᩊ↰㆐ᄦ䋬“Hierarchical Organization Of Noise In Signal Generation Of
Spontaneous Cell Motility;Dynamics Of Oosawa Model”䋬ℂ⺰䈫ታ㛎⎇ⓥળ䋬ᐢፉᄢቇ䋬ᐢፉ䋬2010 ᐕ 10 ᦬2.

䋨ᩊ↰㆐ᄦ䋬䋩㔍ᵄ೑ౖ䋬“ᄢ⣺⩶⿛ൻᕈ䈮䈍䈔䉎⿛ൻᕈ♖ᐲ䉕᳿ቯઃ䈔䉎ᕈ⾰䈱․ቯ”䋬
ℂ⺰䈫ታ㛎⎇ⓥળ䋬ᐢፉᄢቇ䋬ᐢፉ䋬2010 ᐕ 10 ᦬3.

ᩊ↰㆐ᄦ䋬“⚦⢩䈱⥄⊒⊛䈭ኻ⒓ᕈ䈱⎕䉏䈫ᖱႎಣ”䋬ℂℂ⺰䈫ታ㛎⎇ⓥળ䋬ᐢፉᄢቇ䋬ᐢፉ䋬2010 ᐕ 10 ᦬

4.

Tatsuo Shibata䋬“Statistical analysis and mathematical modeling of spontaneous
activities of chemotactic cells” 䋬 RIKEN Mathematical Sciences Workshop in
Kamisuwa䋬2010 ᐕ 9-10 ᦬

5.

䋨ᩊ↰㆐ᄦ䋬䋩㔍ᵄ೑ౖ䋬“ᄢ⣺⩶⿛ൻᕈ䈮䈍䈔䉎⿛ൻᕈ♖ᐲ䉕᳿ቯઃ䈔䉎ᕈ⾰䈱․ቯ”䋬╙䋴࿁⚦⩶ቇ⧯ᚻ䉮䊨䉾䉶䉡䊛䋬䊤䊐䉤䊷䊧ୃༀኹ䋬㕒ጟ䋬2010 ᐕ 8 ᦬

6.

Tatsuo Shibata 䋬 “Self-organization of chemotactic signaling system for
spontaneous motion of Eukaryotic cells”䋬Biological physics seminar䋬Max Planck
Institute for physics of complex systems䋬Dresden䋬Germany䋬2010 ᐕ 6 ᦬7.

ᩊ↰㆐ᄦ䋬“⥄Ꮖ⚵❱ൻ⃻⽎䈮䉋䉎⿛ൻᕈᖱႎಣℂ”䋬ℂ⎇䉲䊮䊘䉳䉡䊛 䇺⚦⢩䉲䉴䊁䊛䈱േᘒ䈫⺰ℂ II䇻䋬ℂൻቇ⎇ⓥᚲ䋬ၯ₹䋬2010 ᐕ 4 ᦬

8.

⷏Ꮉᱜବ䋬ᩊ↰㆐ᄦ䋬“ㆡᔕ෻ᔕ䈱䉉䉌䈑䈫ᔕ╵”䋬ℂ⎇䉲䊮䊘䉳䉡䊛䇺⚦⢩䉲䉴䊁䊛䈱േᘒ䈫⺰ℂ II䇻䋬⁛┙ⴕ᡽ᴺੱ ℂൻቇ⎇ⓥᚲ䋬ၯ₹䋬2010 ᐕ 4 ᦬

9.

ᄢጊବ੫䋬ᩊ↰㆐ᄦ䋬“ᄢᴛ䊝䊂䊦䈮䈍䈔䉎⥝ᅗᕈ⤑䈱⥄⊒⊛䉲䉫䊅䊦↢ᚑ”䋬ℂ⎇䉲䊮䊘䉳䉡䊛䋬䇺⚦⢩䉲䉴䊁䊛䈱േᘒ䈫⺰ℂ II䇻䋬⁛┙ⴕ᡽ᴺੱ ℂൻቇ⎇ⓥᚲ䋬ၯ₹䋬2010 ᐕ 4᦬ٟ ᩕિ৻㇢
1.

ᩕ િ ৻ ㇢ , Dynamics of pulses in two dimensional thin domain, ⎇ ⓥ 㓸 ળ
Far-From-Equilibrium Dynamics, 2011 ᐕ 1 ᦬ 7 ᣣ, ੩ㇺᄢቇ ᢙℂ⸃ᨆ⎇ⓥᚲ
߅ࠃ߮⦼⯗ળ㙚

2.

ᩕિ৻㇢, Dynamics of pulses in two dimensional thin domains, ⎇ⓥ㓸ળ‫ޟ‬㕖✢ᒻ໧㗴ߦ⃻ࠇࠆ․⇣ᕈߩ⸃ᨆ㧔SNP2010㧕‫ޠ‬2010 ᐕ 11 ᦬ 29 ᣣ㧔᦬㧕䋬㑐⷏࠮ࡒ࠽࡯ࡂ
࠙ࠬ, ੩ㇺᏒᏀ੩඙৻ਸ਼ኹ┻ࡁౝ↸㧞㧟

3.

ᩕિ৻㇢, ⚦޿㗔ၞ਄ߦ߅ߌࠆࡄ࡞ࠬ⸃ߩㆇേߦߟ޿ߡ, ⎇ⓥ㓸ળ‫ޟ‬ᢙ୯⸃ᨆߣ⸘▚ߩା㗬ᕈ⹏ଔ‫ޠ‬, ᐔᚑ 22 ᐕ 11 ᦬ 22 ᣣ㧔᦬㧕, ࡂ࠙ࠬ࠹ࡦࡏࠬ ࡙࠻࡟ࡅ࠻╙㧡ળ⼏ቶ

4.

ᩕિ৻㇢, Ⴚ⇇᧦ઙ߇࠳ࠗ࠽ࡒࠢࠬߦਈ߃ࠆᓇ㗀ߦߟ޿ߡ, ‫ޟ‬㕖✢ᒻᢙℂ࡟ࠢ࠴ࡖ࡯
ࠪ࡝࡯࠭㧘2010‫ޠ‬䋬ᣣᤨ: 2010 ᐕ 6 ᦬ 29 ᣣ㧔Ἣ㧕䋬႐ᚲ: ᧲ർᄢቇℂቇㇱᢙℂ⑼ቇ⸥
87

87ᔨ㙚㧔Ꮉ੗ࡎ࡯࡞㧕24 ภቶٟ ⷏ᶆᑇ᡽
1.

⷏ᶆ ᑇ᡽㧘
‫ޟ‬ว૕࡮ᶖṌ࡮ಽⵚߩᢙℂ‫ޠ‬‫ ╙ޔ‬9 ࿁ 㧴㧿㧿ࡢ࡯࡚ࠢࠪ࠶ࡊ, ർᶏ㆏ᄢቇഃᚑ⑼ቇ⎇ⓥ᫟‫ޔ‬2011-02

2.

Y. Nishiura, “Dynamics of spatially localized patterns, Far-From-EquilibriumDynamics, ੩ㇺᄢቇᢙℂ⸃ᨆ⎇ⓥᚲ, 2011-01

3.

⷏ᶆ ᑇ᡽,‫ࡠ࠹ࡋޟ‬ᇦ⾰߇↢ߺ಴ߔ⥄⊒⊛࡝࠭ࡓߣⓨ㑆᭴ㅧ‫ޠ‬, RIMS ⎇ⓥ㓸ળ, ╙ 7
࿁ ↢‛ᢙቇߩℂ⺰ߣߘߩᔕ↪, ੩ㇺᄢቇᢙℂ⸃ᨆ⎇ⓥᚲ, 2010-11

4.

Y. Nishiura, ̌ Oblique collisions and rotational motion of traveling spots ̍ ,Reaction-Diffusion Systems : Experiment, Modeling and Analysis, Orsay, France,
2010-10 㨪 2010-11

5.

Y. Nishiura, “Spot dynamics and adaptive behaviors of the Physarum
plasmodium ”, Non-Linear Dynamics and Self-Organisation in Chemical
Systems( NLDS Days) , Bordeaux, France, 2010-10

6.

Y. Nishiura,̌Transient dynamics revisited̍, Long-term workshop: Mathematical
Sciences and Their Applications, Hotel Rako Hananoi, Kamisuwa, Nagano,2010-09 㨪 2010-10

7.

Y. Nishiura, “Transient dynamics revisited”, International Workshop “Emerging
Topics in Nonlinear Science", Schloss Goldrain, Italy , 2010-09ٟ ᩉ↰⧷ੑ
1.

ᩉ↰⧷ੑ㧘ਥ࿕᦭୯ߩᦨዊൻ໧㗴ߣ୘૕⟲࠳ࠗ࠽ࡒࠢࠬ㧘਻Ꮊ㕖✢ᒻ஍ᓸಽᣇ⒟ᑼ౻
ߩቇᩞ㧘⑔ጟᄢቇ࠮ࡒ࠽࡯ࡂ࠙ࠬ㧘12 ᦬ 11 ᣣ2.

ᩉ↰⧷ੑ㧘ࡀ࠶࠻ࡢ࡯ࠢ਄ߩ࿕᦭୯ㅒ໧㗴ߦߟ޿ߡ㧘ᵢῶ⸃ᨆ࠮ࡒ࠽࡯㧘ᵢῶጊ᳓ࡎ࠹࡞๺㘑㧘9 ᦬ 28 ᣣ-29 ᣣ

3.

Eiji Yanagida, Homoclinic and heteroclinic orbits for a semilinear parabolic
equation, The 8th AIMS Conference on Dynamical Systems, Differential
Equations and Applications,Dresden University of Technology (Germany), May
25-28, 2010

ٟ ⧯⁜ ᔀ1.

⧯⁜ᔀ䋬“ធ⸅ᛥ೙ലᨐ䉕઻䈉⚦⢩㓸࿅䊝䊂䊦”䋬ᣣᧄᢙቇળ 2011 ᐕᐲᐕળ䋬ᣧⒷ↰ᄢ
ቇℂᎿቇⴚ㒮䋬2011 ᐕ 3 ᦬䋨㔡ἴភ⟎䈮䉋䉎⊒⴫ᚑ┙䋩

2.

⧯⁜ᔀ䋬“ⓨ㑆 1 ᰴర Allen-Cahn ᣇ⒟ᑼ䈱✢ᒻൻ࿕᦭୯໧㗴䈮䈧䈇䈩”䋬ᣣᧄᢙቇળ
2011 ᐕᐲᐕળ䋬ᣧⒷ↰ᄢቇℂᎿቇⴚ㒮䋬2011 ᐕ 3 ᦬䋨㔡ἴភ⟎䈮䉋䉎⊒⴫ᚑ┙䋩
88

88

3.

⧯⁜ᔀ䋬“ធ⸅ᛥ೙䈱ⷰὐ䈎䉌䉂䈢⣲≌䈱ᢙℂ䊝䊂䊦”䋬⮮↰଻ஜⴡ↢ᄢቇᢙℂ⻠Ṷળ䋬⮮↰଻ஜⴡ↢ᄢቇ䋬2011 ᐕ 3 ᦬4.

⧯⁜ᔀ䋬“2 ⒳┹੎෻ᔕ᜛ᢔ♽䈫⥄↱Ⴚ⇇໧㗴”䋬䇸⃻⽎䈱ᢙℂ䇹⎇ⓥળ䋬દ᧲䋬2011 ᐕ 2᦬5.

⧯⁜ᔀ䋬“ធ⸅ᛥ೙ലᨐ䉕ᜬ䈧⚦⢩㓸࿅䈱ᢙℂ䊝䊂䊦”䋬MEE 䉶䊚䊅䊷౻วኋ䋬ᷡ㉿䉶䊚䊅䊷䊊䉡䉴䋬2011 ᐕ 1 ᦬6.

⧯⁜ᔀ䋬“Mathematical theory of a tumor growth model with contact-inhibition”䋬
╙ 28 ࿁਻Ꮊ䈮䈍䈔䉎஍ᓸಽᣇ⒟ᑼ⎇ⓥ㓸ળ䋬਻Ꮊᄢቇ⷏ᣂ䊒䊤䉱䋬2011 ᐕ 1 ᦬7.

⧯⁜ᔀ䋬“ធ⸅ᛥ೙ലᨐ䉕઻䈉⚦⢩䈱ᢙℂ䊝䊂䊦”䋬╙ 7 ࿁⃻⽎ᢙℂ⧯ᚻ䉲䊮䊘䉳䉡䊛䇸⚦⢩䊶⣲≌䈱ᢙℂ䇹䋬᣿ᴦᄢቇ䋬2010 ᐕ 11 ᦬8.

⧯⁜ᔀ䋬“Exact solutions in bistable reaction-diffusion equations”䋬⎇ⓥ㓸ળ䇸ᢔㅺ♽䈱ᢙℂ䇹䋬੩ㇺᄢቇᢙℂ⸃ᨆ⎇ⓥᚲ䋬2010 ᐕ 11 ᦬

9.

⧯ ⁜ ᔀ 䋬“On linearized eigenvalue problems for one dimensional Allen-Cahnequaions”䋬Workshop on Nonlinear Analysis and Integrable Systems 䋨྾䉿⼱᥏ੑᢎ᝼ㆶᥲ⸥ᔨ⎇ⓥ㓸ળ䋩䋬㦖⼱ᄢቇ䉶䊚䊅䊷䊊䉡䉴䋬2010 ᐕ 11 ᦬

10. ⧯⁜ᔀ䋬“ធ⸅ᛥ೙ലᨐ䉕઻䈉⚦⢩㓸࿅䊝䊂䊦䈫䈠䈱⸃ᨆ”䋬੩ㇺ㚞೨䉶䊚䊅䊷䋬䉨䊞䊮䊌䉴䊒䊤䉱੩ㇺ䋬2010 ᐕ 10 ᦬
11. ⧯⁜ᔀ䋬“↢‛䋬․䈮⚦⢩⟲䈮㑐䈜䉎୘૕ᢙജቇ䉕⸥ㅀ䈜䉎஍ᓸಽᣇ⒟ᑼ䊝䊂䊦”䋬੹㊁⎇ⓥቶ䉶䊚䊅䊷䋬ᮮᵿ࿖┙ᄢቇ䋬2010 ᐕ 10 ᦬
12. ⧯⁜ᔀ䋬“ធ⸅ᛥ೙ലᨐ䉕⠨ᘦ䈚䈢⚦⢩䈱୘૕ᢙജቇ䊝䊂䊦”䋬ᄐ䈱஍ᓸಽᣇ⒟ᑼ䉶䊚䊅䊷2010䋬␹ᚭᄢቇ䋬2010 ᐕ 8 ᦬
13. ⧯⁜ᔀ䋬“ធ⸅ᛥ೙ലᨐ䉕⠨ᘦ䈚䈢⣲≌䈱ᢙℂ䊝䊂䊦”䋬䊂䉳䉺䊦⸃ᨆቇ䉶䊚䊅䊷䋬ᣧⒷ↰ᄢቇ䋬2010 ᐕ 7 ᦬
14. ⧯⁜ᔀ䋬“Limiting Structure on linearized eigenvalue problems associated with
Chafee-Infante type equations” 䋬 Nonlinear Evolutionary PDEs and their
Equilibrium States䋨ጊ↰⟵㓶ᢎ᝼ㆶᥲ⸥ᔨ⎇ⓥ㓸ળ䋩䋬ᣧⒷ↰ᄢቇ䋬2010 ᐕ 6 ᦬
15. ⧯⁜ᔀ䋬“ធ⸅ᛥ೙ലᨐ䉕઻䈉⚦⢩䈱ᢙℂ䊝䊂䊦”䋬᣿ᴦᢙℂ⑼ቇ exhibition䋬᣿ᴦᄢቇ䋬2010 ᐕ 5 ᦬
16. ⧯⁜ᔀ䋬“ធ⸅ᛥ೙ലᨐ䉕઻䈉㕖✢ᒻ᜛ᢔ䊶┹ว♽䊝䊂䊦䈱ㅴⴕᵄ⸃䈮䈧䈇䈩”䋬RDS 䉶䊚䊅䊷䋬᣿ᴦᄢቇ䋬2010 ᐕ 5 ᦬
17. ⧯⁜ᔀ䋬“Limiting structure on eigenfunctions of linearized eigenvalue problems
for 1-dimensional bistable reaction-diffusion equations”䋬8-th AIMS conference on
Dynamical systems䋬Differential equations and Applications䋬Special Session 63䋬
Dresden䋬Germany䋬2010 ᐕ 5 ᦬
18. ⧯⁜ᔀ䋬“Traveling waves for a reaction-diffusion model for tumour growth withcontact inhibition”䋬 8-th AIMS conference on Dynamical systems䋬Differential
89

89

equations and Applications䋬Special Session 16䋬Dresden䋬Germany䋬2010 ᐕ 5 ᦬

5.2.3 ࡐࠬ࠲࡯⊒⴫
5.2.3
ポスター発表⃻⽎ᢙℂㇱ㐷ٟ ᐔጟ๺૫ሶ
1.

W. Hiraoka, A. Kato, Y. Hirakawa, Y. Inomata and M. Aizawa , “Effect of inositol
hexaphosphate and its apatite cements on ROS and its biological implication on
PLB-985 cells”, Asia-Pacific EPR/ESR Symposium 2010, Jeju, Republic of Korea,
2010, Oct 10-14

2.

Inanami, Y. Watanabe, M. Igarashi, K. Ito, T. Yamamori, H. Yasui and W. H
iraoka, Identification of a novel Cu(II) binding site in full-length murine pr
ionprotein by using ESR/SDSL technique, Asia-Pacific EPR/ESR Symposium
2010, Jeju, Republic of Korea, 2010, Oct 10-143.

૒⮮⾆ବ㪃㩷 ਃᶆ䉉䉍㪃㩷 ᰞ੗ᵗሶ㪃㩷 ᐔጟ๺૫ሶ㪃㩷 ㆙⮮₹ᄦ㪃㩷 ㉄ൻ䉴䊃䊧䉴ᔕ╵䈮෸䈿䈜㪦㪄⚿วဳ㪥㪄䉝䉶䉼䊦䉫䊦䉮䉰䊚䊮ୃ㘼䈱ᓇ㗀㪃㩷 ╙㪍㪊࿁ᣣᧄ㉄ൻ䉴䊃䊧䉴ቇળ㪃㩷 ᮮᵿᏒ, 2010,
June 244.

ട⮮䈅䈜㚅㪃㩷㩷 ᐔᎹ⵨᮸㪃㩷 ⁿ⢆⟵ᒾ㪃㩷 ⋧Ỉ቞㪃㩷 ᐔጟ๺૫ሶ㪃㩷 䊐䉞䉼䊮㉄䉕↪䈇䈢䉝䊌䉺䉟䊃䉶䊜䊮䊃䈮䉋䉎ᵴᕈ㉄⚛䈻䈱ᓇ㗀㪃㩷 ╙㪍㪊࿁ᣣᧄ㉄ൻ䉴䊃䊧䉴ቇળ㪃㩷 ᮮᵿᏒ, 2010, June 2
4

5.

Kato, Y. Hirakawa, Y. Inomata, M. Aizawa and W. Hiraoka, Inositol hexaph
osphate and its apatite cements-induced ROS generation and their biologicaleffects on human cells, ╙48࿁ᣣᧄ↢‛‛ℂቇળᐕળ, ઄บᏒ, 2010, Sep 20-22

6.

T. Sato, Y. Miura, Y. Sakuai, W. Hiraoka and T. Endo., Effect of O-linked
N-acetylglucosamine (O-GlcNAc) modification on oxidative stress-induced apo
ptosis, ╙48࿁ᣣᧄ↢‛‛ℂቇળᐕળ, ઄บᏒ, 2010, Sep 20-22

7.

K. Kubota, T. Imaki and W. Hiraoka, Cu2+ binding ability of His96 and His
111 in human prion protein, ╙48࿁ᣣᧄ↢‛‛ℂቇળᐕળ, ઄บᏒ, 2010, Sep 2
0-22

ٟ ਃ᧛᣽ᵏ㩷1.

භㇱජ↱䋬ਃ᧛᣽ᵏ䋬“䊤䊮䉻䊛䉡䉤䊷䉪䈜䉎☸ሶ䈱ᗵᨴ∝વ᠞䈱ᢙℂ䊝䊂䊦”䋬 ᣣᧄ‛ℂ
ቇળ 2010 ᐕ⑺ቄᄢળ䋬ᄢ㒋ᐭ┙ᄢቇ䋬ᄢ㒋䋬 2010 ᐕ 9 ᦬ٟ ᫪㩷 ໪ਯ
1.

㜞ᯅノ䋬᫪໪ਯ䋬“䊂䊷䉺䊙䉟䊆䊮䉫ᚻᴺ䉕↪䈇䈢⍴ᦼ㔚ജ⽶⩄੍᷹䈱䈢䉄䈱ᦨ㜞᳇੍᷷90

90

᷹”䋬ᣣೀᎿᬺᣂ⡞␠ਥ௅䉴䊙䊷䊃䉫䊥䉾䊄ዷ 2010 䊘䉴䉺䊷ዷ␜䋬᧲੩䋬2010 ᐕ 6 ᦬
2.

ᄢᎹஜᄥ䋬᫪໪ਯ䋬“MOEPSO 䉕↪䈇䈢 CO2 ឃ಴䉕⠨ᘦ䈚䈢ᄙ⋡⊛⚻ᷣ⽶⩄㈩ಽ”䋬ᣣೀᎿᬺᣂ⡞␠ਥ௅䉴䊙䊷䊃䉫䊥䉾䊄ዷ 2010 䊘䉴䉺䊷ዷ␜䋬᧲੩䋬2010 ᐕ 6 ᦬

ٟ ศ᧛⧷ᕶ
1.

J. Moriya, M. Aizawa, H. Yoshimura, Micro-CT of porous apatite fiber scaffolds
studied by projection X-ray microscopy, XRM 2010, Chicago, USA Aug.16-20 (2010)

2.

H. Fukano, M. Aizawa, H. Yoshimura, Prorein encapsulated calcium carbonate
nanoparticles synthesized by CO2 pressurization, Nano2010, Rome, Italy,
Sep.13-17 (2010)

3.

K. Mihashi, H. Yoshimura, Allosterisity of F-actin found in relation to rigor complex
formation, ᣣᧄ↢‛‛ℂቇળ╙ 48 ࿁ᐕળ㧘᧲ർᄢቇ 2010 ᐕ 9 ᦬ 20 ᣣ-9 ᦬ 22 ᣣ

4.

T. Meda, T. Harada, H. Yoshimura, Observation of Halobacterium salinarum
flagella rotation by fluorescence microscope,ᣣᧄ↢‛‛ℂቇળ╙ 48 ࿁ᐕળ㧘᧲ർᄢቇ2010 ᐕ 9 ᦬ 20 ᣣ-9 ᦬ 22 ᣣ

5.

J. Moriya, H. Mizunuma, H. Taniyama, H. Yoshimura, Three-dimensional
reconstruction of neural network in the cerebral cortex by X-ray micro-CT, ,ᣣᧄ↢‛‛ℂቇળ╙ 48 ࿁ᐕળ㧘᧲ർᄢቇ 2010 ᐕ 9 ᦬ 20 ᣣ-9 ᦬ 22 ᣣ

6.

T. Harada, S. Kaku, M. Okuda, H. Yoshimura, Fabrication of Ti nanoparticles incage protein ferritin utilizing EDTA chelated Ti, ᣣᧄ↢‛‛ℂቇળ╙ 48 ࿁ᐕળ㧘᧲
ർᄢቇ 2010 ᐕ 9 ᦬ 20 ᣣ-9 ᦬ 22 ᣣ

7.

K. Tomita, T. Konishi, H. Yoshimura, Aluminum oxide synthesis using apo-ferritin(III), ,ᣣᧄ↢‛‛ℂቇળ╙ 48 ࿁ᐕળ㧘᧲ർᄢቇ 2010 ᐕ 9 ᦬ 20 ᣣ-9 ᦬ 22 ᣣ

8.

੹੗੫テ䋬ศ᧛⧷ᕶ䋬ࡑࠗࠢࡠᵄࠍ↪޿ߚᕆㅦಓ⚿ᴺߦࠃࠆ⚦⩶ࡐ࡝ࡈ࠶ࠢⲷᣓᒻ⁁ߩ࿕ቯ଻ሽ䋬╙ 58 ࿁ᔕ↪‛ℂቇળ䋬2011 ᐕ 3 ᦬ 24 ᣣ䋬␹ᄹᎹᎿ⑼ᄢ㧔㔡ἴߦࠃࠅญ㗡⊒⴫ਛᱛ㧕ٟ ਄ጊᄢା
1.

M. Yamaguchi䋬H. Notsu䋬D. Ueyama䋬“A mesh generator using a self-organizing
mechanism of a reaction-diffusion system” 䋬 International Workshop on
Far-From-Equilibrium Dynamics䋬Research Institute for Mathematical Sciences䋬
Kyoto University䋬2011 ᐕ 1 ᦬

2.

㊁ᵤ⵨ผ䋬 ጊญ዁ᄢ䋬 ਄ጊᄢା䋬“⥄Ꮖ⚵❱ൻᯏ᭴䉕೑↪䈚䈢䊜䉾䉲䊠↢ᚑᚻᴺ䈱㐿⊒”䋬ᣣᧄᔕ↪ᢙℂቇળ 2010 ᐕળ䋬᣿ᴦᄢቇ䋬᧲੩䋬2010 ᐕ 9 ᦬ٟ 㐳ፉ๺⨃91

91

1.

T. Suzuki, M. Muraoka, K. Nagashima, Foreign particle behavior at the growthinterface of tetrahydrofuran clathrate hydrates, 16th International Conference on
Crystal Growth, ർ੩࿖㓙ળ⼏႐‫ޔ‬2010 ᐕ 8 ᦬ 9 ᣣ2.

᧛ጟ㆏ᒄ, 㐳ፉ๺⨃, ᶏᐩࡔ࠲ࡦࡂࠗ࠼࡟࡯࠻ߩࡄ࠲࡯ࡦᒻᚑ,ᣣᧄൻቇળ╙ 91 ᤐቄᐕળ,2011 ᐕ 3 ᦬ 11 ᣣ㧔⻠Ṷ੍Ⓜ㓸⊒ⴕᣣ㧕,ᣣᧄൻቇળ╙ 91 ᤐቄᐕળ 2011 ⻠Ṷ੍Ⓜ㓸ٟ ፉ↰ᓼਃ
1.

Tokuzo Shimada and Kazuhiro Kubo, Quantum chaos in the anisotropic Kepler
problem (AKP), Third HOPE Meeting, Grand Prince Hotel New Takanawa,
Minato-Ku, Tokyo, Japan, 2011 ᐕ 3 ᦬

ٟ ᧃ᧻ J. ାᒾ
1.

ᧃ᧻ J. ାᒾ䋬“୘૕䈱᭎ᣣ๟ᦼ䈮ଐሽ䈚䈢↢‛ኻᵹ䊌䉺䊷䊮䈱ᄌൻ”䋬╙ 20 ࿁ 㕖✢ᒻ෻ᔕ䈫දห⃻⽎䋬2011 ᐕ 1 ᦬2.

ᧃ ᧻ J. ା ᒾ 䋬 “Mesoscale Control and Engineering of Self-Organized andExcitable Systems in Biology and Chemistry” 䋬 9th iCeMS International
SymposiumDensity Wave Propagation of a Wave Train䋬2010 ᐕ 12 ᦬

3.

ᧃ᧻ J. ାᒾ䋬“శೝỗ䈱ᒝᐲ䈮ଐሽ䈚䈢䊚䊄䊥䊛䉲䈱↢‛ኻᵹ”䋬ၮ⎇⎇ⓥળ 2010 㕖ᐔⴧ♽䈱‛ℂቇ-㕖ᐔⴧ䉉䉌䈑䈫㓸࿅᜼േ䋬2010 ᐕ 11 ᦬

4.

ᧃ ᧻ J. ା ᒾ 䋬 “Localized Bioconvection Generated by Schooling Behavior of
Phototactic Micro-organisms”䋬Gordon Research Conference 2010: Oscillations &Dynamic Instabilities in Chemical Systems䋬2010 ᐕ 7 ᦬ٟ ⌀ේ ੳ1.

Non-equilibrium thermodynamics of the hierarchical system, H. Mahara and T.
Yamaguchi 2010, Gordon conference, July 4-9, 2010, Lucca, Italy.

2.

Macroscopic and microscopic viewpoints of entropy balance in a reaction diffusion
system, H. Mahara and T. Yamaguchi, ICCT, Aug, 2-6, 2010, Tsukuba, Japan.

3.

Dynamics and entropy balance of a nested system, H. Mahara and T. Yamaguchi,International Symposium on Engineering Neo-Biomimetics II, Feb. 25-26, 2011,
Tsukuba, Japan.

4.

Noise Induced locomotion on one dimensional oscillatory module train, Y.
Tsuganezawa, H. Mahara, T. Yamaguchi and T. Yamamoto, International
Symposium on Engineering Neo-Biomimetics II, Feb. 25-26, 2011, Tsukuba,
Japan.
9292ٟ භㇱජ↱1.

භㇱජ↱䋬ਃ᧛᣽ᵏ䋬“䊤䊮䉻䊛䉡䉤䊷䉪䈜䉎☸ሶ䈱ᗵᨴ∝વ᠞䈱ᢙℂ䊝䊂䊦”䋬 ᣣᧄ‛ℂ
ቇળ 2010 ᐕ⑺ቄᄢળ䋬ᄢ㒋ᐭ┙ᄢቇ䋬ᄢ㒋䋬 2010 ᐕ 9 ᦬

2.

Chiyori Urabe and Shinji Takesue, "Enhancement of Fracture Toughness
in a Disordered Lattice System", The 1st International Symposium on
Innovative Mathematical Modelling, 28th February - 2nd March 2011,Tokyoٟ ෹ᨑ᣿଻
1.

Akiyasu TOMOEDA 䋬 Daichi Yanagisawa 䋬 Takashi Imamura and Katsuhiro
NISHINARI䋬“Starting-Wave of Pedestrians and its Application for Marathon”䋬
Far-From-Equilibrium Dynamics䋬RIMS䋬Kyoto䋬2011 ᐕ 1 ᦬

2.

෹ᨑ᣿଻䋬ᩉỈᄢ࿾䋬੹᧛ථผ䋬⷏ᚑᵴ⵨䋬“ੱ䈱෻ᔕ䈱વ᠞ㅦᐲ䈫⤘ᒛᵄ”䋬਻Ꮊᄢቇᔕ
↪ജቇ⎇ⓥᚲ(RIAM)-ᐔᚑ 22 ᐕᐲ౒ห೑↪⎇ⓥ㓸ળ䋬⑔ጟ䋬2010 ᐕ 10 ᦬

3.

෹ᨑ᣿଻䋬ᩉỈᄢ࿾䋬੹᧛ථผ䋬⷏ᚑᵴ⵨䋬“ੱ䈱෻ᔕવ᠞ㅦᐲ䈱ኒᐲଐሽᕈ䈮䈧䈇䈩”䋬ᣣᧄᔕ↪ᢙℂቇળ 2010 ᐕᐲᐕળ䋬ᄢ㒋䋬2010 ᐕ 9 ᦬

ٟ ᧁਅୃ৻
1.

S.Kinoshita 䋬 “Comparison of Boolean dynamics in complex networks” 䋬
Far-From-Equilibrium Dynamics䋬RIMS Kyoto䋬2011 ᐕ 1 ᦬

2.

ᧁਅୃ৻䋬 ੗ญ๺ၮ䋬 ጊ↰ᒄ᣿䋬“ㆮવሶ䊈䉾䊃䊪䊷䉪਄䈮䈍䈔䉎䊑䊷䊥䉝䊮䉻䉟䊅䊚䉪䉴䊝䊂䊦䈱ᝄ䉎⥰䈇”䋬2010 ᐕᐲᣣᧄᔕ↪ᢙℂቇળ䋬᣿ᴦᄢቇ䊥䊋䊁䉞䉺䊪䊷䋬2010 ᐕ 9 ᦬

ٟ ਛᯅ ᷤ1.

ਛᯅ ᷤ䋬“ੱ䈲䈭䈟⾫䈇䋿”䋬ᣣᧄᔕ↪ᢙℂቇળ 2010 ᐕᐲᐕળ䋬᧲੩䋬2010 ᐕ 9 ᦬

ٟ ㊁ᵤ⵨ผ
1.

H. Notsu 䋬 “An application of the characteristics finite element method to athermal convection problem with the infinite Prandtl number”䋬 International
Workshopon

Far-From-Equilibrium

Dynamics 䋬 ResearchInstitutefor

Mathematical Sciences䋬2011 ᐕ 1 ᦬
2.

M. Yamaguchi䋬H. Notsu䋬D. Ueyama䋬“A mesh generator using a self-organizing
mechanism of a reaction-diffusion system” 䋬 International Workshop on
Far-From-Equilibrium Dynamics䋬Research Institute for Mathematical Sciences䋬
Kyoto University䋬2011 ᐕ 1 ᦬

3.

㊁ᵤ⵨ผ䋬 ጊญ዁ᄢ䋬 ਄ጊᄢା䋬“⥄Ꮖ⚵❱ൻᯏ᭴䉕೑↪䈚䈢䊜䉾䉲䊠↢ᚑᚻᴺ䈱㐿⊒”䋬
9393ᣣᧄᔕ↪ᢙℂቇળ 2010 ᐕળ䋬᣿ᴦᄢቇ䋬᧲੩䋬2010 ᐕ 9 ᦬ٟ ↸↰ᜏ਽
1.

↸↰ᜏ਽䋬╙ 11 ࿁ Student Chapter䋬ᤨ㑆⊛ߦ㕖৻᭽ߥ㊂ሶ࠙ࠜ࡯ࠢߩዪ࿷ൻࡕ࠺࡞䋬ᘮᙥ⟵Ⴖᄢቇ䋬2010 ᐕ 12 ᦬

2.

↸↰ᜏ਽䋬ᤨ㑆⊛ߦ㕖৻᭽ߥ㊂ሶ࠙ࠜ࡯ࠢߩᭂ㒢ቯℂ䋬߅⨥ߩ᳓ᅚሶᄢቇ䋬㕖✢ᒻ‛ℂߩᣂዷ㐿䋬2011 ᐕ 3 ᦬వ┵ᢙℂㇱ㐷ٟ ⧯⁜ ᔀ1.

⧯⁜ᔀ䋬“On a simplified tumor growth model with contact-inhibition”䋬 Far From
Equilibrium Dynamics (In honor of the 60-th birthday for Proferssor Yasumasa
Nishiura)䋬੩ㇺᄢቇᢙℂ⸃ᨆ⎇ⓥᚲ䋬2011 ᐕ 1 ᦬

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5.3
マスメディア5.3 ࡑࠬࡔ࠺ࠖࠕ
5.3.1
新聞記事
5.3.1 ᣂ⡞⸥੐ၮ⋚ᢙℂㇱ㐷
ٟ㒙ේ৻ᔒ1.

㒙ේ৻ᔒ, ᦺᣣਛቇ↢࠙ࠖ࡯ࠢ࡝࡯㧘2010 ᐕ 7 ᦬2.

㒙ේ৻ᔒ, ᦺᣣዊቇ↢ᣂ⡞㧘2010 ᐕ 7 ᦬⃻⽎ᢙℂㇱ㐷
ٟಿደᱞᤘ1.

ಿደᱞᤘ䋬“㊄Ⲣᯏ㑐䈱䊥䉴䉪▤ℂ䈱⺖㗴―ᣂ䈢䈭⹏ଔᚻᴺ䈱⏕┙䉕”䋬ᣣᧄ⚻ᷣᣂ⡞䋬
2010 ᐕ 10 ᦬ 6 ᣣ

ٟ ะᲚ᡽↵
1.

ะᲚ᡽↵䋬“⵾ຠ቟ో䈮㑐䈜䉎䊥䉴䉪䉮䊚䊠䊆䉬䊷䉲䊢䊮䋬䊌䊈䊦䊝䊂䊧䊷䉺䋬䉶䉨䊠䊥䊁䉞”䋬↥ᬺᣂ⡞䋬2011 ᐕ 3 ᦬ 25 ᣣ

2.

໊ᧁ⧷᣿䋬ะᲚ᡽↵䋬ᧁ᧛᣽ᐔ䋬㊁᧛⵨䋬⊕⍹⌀Ẵ䋬“቟ᔃ␠ળ䈲ᱜ䈚䈇ᖱႎ䈱ℂ⸃䈫౒᦭䈎䉌”䋨䊌䊈䊦䊂䉞䉴䉦䉾䉲䊢䊮䋩䋬ᣣᧄ⚻ᷣᣂ⡞䋨ᐢ๔䋩䋬2011 ᐕ 1 ᦬ 24 ᣣ

3.

቟⷏␭৻㇢䋬⚊⼱ᑝ⟤䋬ะᲚ᡽↵䋬“ᣣᧄ䉌䈚䈘䉕␜䈜䋬䉅䈱䈨䈒䉍ᛛⴚ䈫䈲”䋨㥊⺣䋩䋬ᣣᧄ⚻ᷣᣂ⡞␠䋨ᐢ๔䋩䋬2011 ᐕ 1 ᦬ 17 ᣣ

4.

ะᲚ᡽↵䋬“ౣ⊒㒐ᱛ䈻䈱⢛᥊⺑᣿䉕”䋨䉟䊮䉺䊎䊠䊷䋩䋬Ფᣣᣂ⡞䋬2010 ᐕ 12 ᦬ 27 ᣣ

5.

ะᲚ᡽↵䋬“቟ోቇ㩷 䉇䈘䈚䈒⚫੺”䋬⺒ᄁᣂ⡞㩷 ࿾ၞ㩷 ↰࿦ㇺᏒ䋨ᮮᵿ䋩䋬p.29䋬2010 ᐕ 10
᦬ 10 ᣣ

6.

ะᲚ᡽↵䋬“੐᡿㒐䈓䇸቟ోቇ䇹⸃⺑”䋬⺒ᄁᣂ⡞䋬␹ᄹᎹ

7.

ะᲚ᡽↵䋬ኹጟ⼾ᒾ䋬“ડᬺ䈫ᶖ⾌⠪䈏දജ䈚቟ో䉕ᒻ䈨䈒䉎䋬NIKKEI㩷 ቟ో䈨䈒䉍䊒䊨䉳

䋬2010 ᐕ 9 ᦬ 8 ᣣ䉢䉪䊃”䋬ᣣᧄ⚻ᷣᣂ⡞㩷 ᦺೀో࿖ 䋬2010 ᐕ 6 ᦬ 17 ᣣ
8.

ะᲚ᡽↵䋬“䉮䊮䊏䊠䊷䉺䈪቟ో䉕ታ⃻”䋬Data communications䋬No.1080䋬㔚ᵄᣂ⡞䋬
2010 ᐕ 4 ᦬ 15 ᣣ

9.

ะᲚ᡽↵䋬“⓸ᕷ䈱ෂ㒾ᕈᷫ䉌䈜ᜰᮡ౏⴫䋺䈖䉖䈮䉆䈒䉷䊥䊷”䋬ᣣᧄᶖ⾌⚻ᷣᣂ⡞䋬2011
ᐕ1᦬1ᣣ

10. ะᲚ᡽↵䋬“䊥䉮䊷䊦ᖱႎ”䋬⺒ᄁᣂ⡞䋬2011 ᐕ 1 ᦬ 28 ᣣ
11. ะᲚ᡽↵䋬“੐᡿ේ࿃䈱ⓥ᣿ఝవ䉕”䋬ᣣᧄ⚻ᷣᣂ⡞䋬2010 ᐕ 8 ᦬ 21 ᣣ
12. ะᲚ᡽↵䋬“䊥䉮䊷䊦ᦨ೨✢䋺⵾ຠ䈱䇸ኼ๮䇹๟⍮ㅴ䉁䈝”䋬ᣣᧄ⚻ᷣᣂ⡞䋬2010 ᐕ 5 ᦬ 24ᣣٟ ਛ၂ବਯ
1.

ਛ၂ବਯ,ᦺᣣᣂ⡞㩷 10/1㩷 ☼⩶䉁䈢䉟䉫䊉䊷䊔䊦⾨㩷
95

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2.

ਛ၂ବਯ, ᦺᣣᣂ⡞㩷 11/18㩷 䉥䊏䊆䉥䊮⸥⠪᦭⺰㩷 䉟䉫䈱ᔃᗧ᳇㩷 ᨒ䈎䉌㘧䈶಴䈚䈢⑼ቇ
䈮శ㩷

3.

ਛ၂ବਯ, ᦺᣣᣂ⡞㩷 11/20㩷 ⑼ቇ䈅䈦䈤䈖䈦䈤㕙⊕䈇㩷 䈲䈖䈣䈩ᧂ᧪ᄢ㩷 ਛ၂ᢎ᝼䇸☼⩶䇹䈪䋲ᐲ⋡䈱䉟䉫䊉䊷䊔䊦⾨㩷

4.

ਛ၂ବਯ, ᦺᣣዊቇ↢ᣂ⡞㩷 11/20㩷 ☼⩶૶䈦䈩㋕㆏✂⸳⸘㩷5.

ਛ၂ବਯ, ᦺᣣዊቇ↢ᣂ⡞㩷 10/19㩷 䊙䊮䉧䊆䊠䊷䉴㩷 䊪䉦䉾䉺䈒䉖㩷 䉟䉫䊉䊷䊔䊦⾨䈦䈩૗䋿㩷6.

ਛ၂ବਯ, Ფᣣᣂ⡞㩷 10/1㩷 䉟䉫䊉䊷䊔䊦⾨㩷 ㋕㆏✂䈮䇸☼⩶䈱⍮ᕺ䇹㩷7.

ਛ၂ବਯ, ⺒ᄁᣂ⡞㩷 10/12㩷 ᣨ䈱䈵䈫㩷 ☼⩶⎇ⓥ䈪䉟䉫䊉䊷䊔䊦⾨䉕ฃ⾨䈚䈢౏┙䈲䈖䈣䈩ᧂ᧪ᄢᢎ᝼㩷8.

ਛ၂ବਯ, ⺒ᄁᣂ⡞㩷 11/20㩷 䉺䉟䊛䉦䊒䉶䊦㩷 ↢‛ቇ⠪㩷 ਛ၂ବਯ䈘䉖㩷9.

ਛ၂ବਯ, ⺒ᄁᣂ⡞㩷 12/9㩷 ㋈ᧁవ↢䈱Ἦ䋨ਛ䋩㩷 ⍮ᕈ⏴䈇䈩਎⇇䈮᜸䉄㩷

10. ਛ၂ବਯ, ᣣᧄ⚻ᷣᣂ⡞㩷 10/1㩷 ☼⩶䈱⍮ᕺ䈪㋕㆏ᢛ஻㩷
11. ਛ၂ବਯ, ᣣᧄ⚻ᷣᣂ⡞㩷 10/30㩷 ☼⩶ଗ䉏䈯ታജ㩷 ↢䈐‛౒ㅢ䈱⻘䉕ㅊ䈉㩷12. ਛ၂ବਯ, ർᶏ㆏ᣂ⡞㩷 10/1㩷 ਛ၂ᢎ᝼㩷 ౣ䈶ฃ⾨㩷 䈲䈖䈣䈩ᧂ᧪ᄢ㩷 ☼⩶䇸⍮ᕺ䇹⎇ⓥ䈪㩷
13. ਛ၂ବਯ, ർᶏ㆏ᣂ⡞㩷 10/9㩷 2ᐲ⋡䈱ฃ⾨䈮╉㗻㩷 ☼⩶⎇ⓥ䈪䉟䉫䊉䊷䊔䊦⾨㩷 㩷
14. ਛ၂ବਯ, ർᶏ㆏ᣂ⡞㩷 10/27㩷 ⃻ઍ䈎䉒䉌 㩷 ╉䈇䈲࿾⃿䉕ᢇ䈉㩷 䉟䉫䊉䊷䊔䊦⾨㩷
15. ਛ၂ବਯ, ർᶏ㆏ᣂ⡞㩷 11/5㩷 ☼⩶䈫ੱ㑆㩷 ⍮ᕈ䈱Ḯᵹ䉕តᬌ䈜䉎㩷
16. ਛ၂ବਯ, ർᶏ㆏ᣂ⡞㩷 11/16㩷 䉟䉫䊉䊷䊔䊦⾨䋲ᐲฃ⾨㩷 ਛ၂ᢎ᝼䈮Ꮢ㐳⾨㩷17. ਛ၂ବਯ, ർᶏ㆏ᣂ⡞㩷 11/23㩷 ☼⩶↢ᵴ䈮╉䈇㩷
18. ਛ၂ବਯ, ਛᣣᣂ⡞㩷 10/1㩷 ਛ၂᳁㩷 ౣ䈶䉟䉫䊉䊷䊔䊦⾨㩷
19. ਛ၂ବਯ, ਛᣣᣂ⡞㩷 10/17㩷 ☼⩶䈏㋕㆏✂䉕⸳⸘㩷 䉟䉫䊉䊷䊔䊦⾨䈦䈩૗䋿㩷
20. ਛ၂ବਯ, ਛᣣᣂ⡞㩷 11/15㩷 ⋡⡊㍳㩷 㕙⊕䈇䈖䈫㩷21. ਛ၂ବਯ, ਛᣣᣂ⡞㩷 12/7㩷 ⎇ⓥቶ⊒䋺วℂ⊛╵䈋ዉ䈒න⚦⢩↢‛㩷22. ਛ၂ବਯ, ᧲੩ᣂ⡞㩷 10/1㩷 䉟䉫䊉䊷䊔䊦⾨䋲ᐲ⋡㩷 ☼⩶䈱േ䈐䈪੤ㅢ✂ᢛ஻㩷
23. ਛ၂ବਯ, ವ㙚ᣂ⡞㩷 11/16㩷 ᧂ᧪ᄢ䈱ਛ၂ᢎ᝼䈮Ꮢ㐳⾨㩷 䉟䉫䊉䊷䊔䊦⾨ฃ⾨㩷
24. ਛ၂ବਯ, ᣣᧄ⚻ᷣᣂ⡞㩷 10/30㩷 ☼⩶䋬ଗ䉏䈯ታജ㩷25. ਛ၂ବਯ, 䈚䉖䈹䉖⿒ᣛ㩷 2010/5/30㩷 䇸ቯὐⷰ⺒䉰䉟䉣䊮䉴㩷 ਇᕁ⼏䈭න⚦⢩↢‛䈱䊡䊆䊷䉪䈭⎇ⓥ䇹㩷
㩷ٟ᧻ጊ⋥᮸1.

᧻ጊ⋥᮸, ‫ޟ‬ᢙቇߩࡊࡠ ࡝੍᷹ࠬࠢ‫ޠ‬䋬ᦺᣣᣂ⡞䋬2010.8.2

వ┵ᢙℂㇱ㐷ٟ ዊᨋ ੫
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96

1.

ዊᨋ ੫䋬“䊎䊋䊶䉨䊞䊮䊌䉴㩷 䉟䉫䊶䊉䊷䊔䊦⾨㩷 ☼⩶䈱⎇ⓥ䈪ᩕ⹷”䋬ਛ࿖ᣂ⡞䋬2010 ᐕ 10
᦬ 17 ᣣ

2.

ዊᨋ ੫䋬“☼⩶䉁䈢䉟䉫䊉䊷䊔䊦⾨”䋬ᦺᣣᣂ⡞䋬2010 ᐕ 10 ᦬ 1 ᣣ

3.

ዊᨋ ੫䋬“䉟䉫䊉䊷䊔䊦⾨㩷 ㋕㆏✂䈮䇸☼⩶䈱⍮ᕺ䇹”䋬Ფᣣᣂ⡞䋬2010 ᐕ 10 ᦬ 1 ᣣ㩷

4.

ዊᨋ ੫䋬“䉟䉫䊉䊷䊔䊦⾨䋲ᐲ⋡㩷 ☼⩶䈱േ䈐䈪੤ㅢ✂ᢛ஻”䋬᧲੩ᣂ⡞䋬2010 ᐕ 10 ᦬ 1ᣣ㩷ٟ ⷏᫪ ᜏ1.

⷏᫪ᜏ䋬“ⶄ㔀䈭⍾ਐ䈱േ䈐න⚐䈭ㅪ┙ᣇ⒟ᑼ䈪⴫⃻”䋬⑼ቇᣂ⡞䋬2010 ᐕ 7 ᦬ 2 ᣣ2.

⷏᫪ᜏ䋬“⍾ਐ䈱ᒻ⁁␜䈜ㅪ┙ᣇ⒟ᑼ⊒⷗”䋬ᣣ⚻ᣂ⡞䋬2010 ᐕ 6 ᦬ 28 ᣣ3.

⷏᫪ᜏ䋬[ᣂ⡞⺒⠪⾰໧䉮䊷䊅䊷䈻䈱࿁╵] “⍾ਐ䈱㘑⚉⟤䈚䈇”䋨⺒⠪䈱⾰໧䈮⎇ⓥ⠪䈏╵䈋䉎ᰣ--ၫ╩䈲✬㓸ㇱ䋩䋬᧲੩ᣂ⡞, ਛᣣᣂ⡞䋬2010 ᐕ䋷᦬ 26 ᣣ

ٟ ᧖ේෘศ
1.

᧖ේෘศ䋬“⃿䈏ဈ䉕ォ䈏䉍਄䈏䉎䋿䇮᣿ᄢ䇮㍲ⷞ⁓䈦䈢┙૕೙૞”䋬ᣣᧄ⚻ᷣᣂ⡞䋬2010ᐕ 9 ᦬ 27 ᣣٟ ᩊ↰㆐ᄦ
1.

ᩊ↰㆐ᄦ䋬“⚦⢩䈱⥄⊒ㆇേᤨ䈮ᯏ⢻䋬ಽሶ᜼േ䉕⸃᣿”䋬⑼ቇᣂ⡞䋬ᐔᚑ 22 ᐕ 6 ᦬ 25ᣣ2.

ᩊ↰㆐ᄦ䋬“㉂⚛䈏⚦⢩䈱േ䈐᳿ቯ”䋬ᣣ⚻↥ᬺᣂ⡞䋬ᐔᚑ 22 ᐕ 6 ᦬ 16 ᣣ

5.3.2
雑誌記事
5.3.2 㔀⹹⸥੐
ၮ⋚ᢙℂㇱ㐷ٟ 㒙ේ৻ᔒ
1.

㧘ᢙቇ࠮ࡒ࠽࡯,㒙ේ৻ᔒ, ‫ޟ‬ቝቮߩᒻߣ⾰ᗵࠍ߼ߋࠆ౨㒾㧙⮮ේᄢ᳁ࠗࡦ࠲ࡆࡘ࡯‫ޠ‬2010 ᐕ 8 ᦬ภ

2.

㒙ේ৻ᔒ, ዊፉቯศ‫ޟ‬෺ᦛᐞ૗ߣᦛ㕙‫ޠ‬㧘ᢙℂ⑼ቇ 10 ᦬ภٟ ᳗↰⵨૞
1.

ᧁ᧛㦖ᴦ, ੗↰༑᣿✬. ࿾⃿ᄢ⊖⑼੐ౖ: ᄢ᳇࡮࿾⃿‛ℂቇ✬. ᳗↰⵨૞߶߆⸶㧘ᦺୖᦠᐫ, 2011㧔੍ቯ㧕, 550p.

97

97

⃻⽎ᢙℂㇱ㐷ٟ ಿደᱞᤘ
1.

ಿደᱞᤘ䋬“䊥䉴䉪䈱ᤨઍ䉕↢䈐ᛮ䈒⍮ᕺ”䋬᧲ᵗ⚻ᷣ䋬2010 ᐕ 4 ᦬ 10 ᣣภٟ ะᲚ᡽↵
1.

ะᲚ᡽↵䋬“⑼ቇᛛⴚ䈫ᧂ᧪㩷 䌾ੱ䈫ᛛⴚ䊶䉲䉴䊁䊛䈫䈱㑐䉒䉍䉕ਛᔃ䈮䌾”䋬䌓䌃䌏䌐䌅㩷 䌎䌅䌔䋬VOL.59䋬pp.3-7䋬䋨⽷䋩ḧጯⓨ᷼ᑪ⸳ᛛⴚ䉰䊷䊎䉴䉶䊮䉺䊷䋬2011 ᐕ 3 ᦬2.

ะᲚ᡽↵䋬“䈢䉄䈮䈭䉎䇸቟ోቇ䇹ᦨ⚳࿁䋺቟ో䈫቟ᔃ”䋬䊒䊤䊮䊃䉣䊮䉳䊆䉝㩷 ╙ 43 Ꮞ䋬╙ 3ภ䋬ㅢᏎ 505 ภ䋬pp.66-67䋬ᣣᧄ䊒䊤䊮䊃䊜䊮䊁䊅䊮䉴දળ䋬2011 ᐕ 2 ᦬

3.

ะᲚ᡽↵䋬“䈢䉄䈮䈭䉎䇸቟ోቇ䇹╙ 11 ࿁䋺䊜䊮䊁䊅䊮䉴䈲቟ో䈱ⷐ”䋬䊒䊤䊮䊃䉣䊮䉳䊆䉝䋬╙43 Ꮞ䋬╙ 2 ภ䋬ㅢᏎ 504 ภ䋬pp.50-51䋬ᣣᧄ䊒䊤䊮䊃䊜䊮䊁䊅䊮䉴දળ䋬2011 ᐕ 1 ᦬

4.

ะᲚ᡽↵䋬“䈢䉄䈮䈭䉎䇸቟ోቇ䇹╙ 10 ࿁䋺቟ో⏕଻䈱䈢䉄䈮䉮䊮䊏䊠䊷䉺䉕૶䈉䋺ᯏ⢻቟ో䈫䈇䈉⊒ᗐ”䋬䊒䊤䊮䊃䉣䊮䉳䊆䉝䋬╙ 43 Ꮞ䋬╙ 1 ภ㩷 ㅢᏎ 503 ภ䋬pp.76-77䋬ᣣᧄ䊒䊤䊮䊃䊜䊮䊁䊅䊮䉴දળ䋬2010 ᐕ 12 ᦬

5.

ะᲚ᡽↵䋬“䉅䈱䈨䈒䉍቟ో䈎䉌቟ో䈨䈒䉍䈻”䋬䌉䌐䌇㩷 2010㩷 Vol.25 No.12䋬pp.16䋬䊺䉮䉴䊝䊑䊧䉟䊮䉵䋬2010 ᐕ 11 ᦬

6.

ะᲚ᡽↵䋬“䈢䉄䈮䈭䉎䇸቟ోቇ䇹╙ 9 ࿁䋺䊐䉢䊷䊦䉶䊷䊐ᛛⴚ䋺䊊䉟䊗䊷䊦䈱ේℂ䈮ቇ䈹䌾”䋬䊒䊤䊮䊃䉣䊮䉳䊆䉝䋬╙ 42 Ꮞ䋬╙ 12 ภ㩷 ㅢᏎ 502 ภ䋬pp.72-73䋬ᣣᧄ䊒䊤䊮䊃䊜䊮䊁䊅䊮䉴දળ䋬2010 ᐕ 11 ᦬

7.

ะᲚ᡽↵䋬“䈢䉄䈮䈭䉎䇸቟ోቇ䇹╙ 8 ࿁䋺ᧄ⾰⊛቟ో⸳⸘ 䋺቟ో⸳⸘䈱䉴䉺䊷䊃䈲䈖䈖䈎䉌”䋬䊒䊤䊮䊃䉣䊮䉳䊆䉝䋬╙ 42 Ꮞ䋬╙ 11 ภ㩷 ㅢᏎ 501 ภ䋬pp.80-81䋬ᣣᧄ䊒䊤䊮䊃䊜䊮䊁䊅䊮䉴දળ䋬2010 ᐕ 10 ᦬

8.

ะᲚ᡽↵䋬“䈢䉄䈮䈭䉎䇸቟ోቇ䇹╙ 7 ࿁䋺䉴䊥䊷䉴䊁䉾䊒䊜䉸䉾䊄䋺቟ోᣇ╷䈱㗅⇟”䋬䊒䊤䊮䊃䉣䊮䉳䊆䉝䋬╙ 42 Ꮞ䋬╙ 10 ภ㩷 ㅢᏎ 500 ภ䋬pp.66-67䋬ᣣᧄ䊒䊤䊮䊃䊜䊮䊁䊅䊮䉴දળ䋬
2010 ᐕ 9 ᦬9.

ะᲚ᡽↵䋬“⵾ຠ䈱䇺቟ో䇻䈲䋬ડᬺ䈫↢ᵴ⠪䈏䈫䉅䈮⠨䈋䋬⚊ᓧ䈚䈩᳿䉄䉎䉅䈱䋬䈬䈉䈚䈩䋿䈭䉎䈾䈬䋣ㅢା”㩷 Vol.10䋬p.11䋬䊺ᣂᑪᣂ⡞␠䇸䈒䉌䈚䊶૑⸳䊶䉁䈤䈨䈒䉍⎇ⓥᚲ䇹䋬䊻䊤䊶䊒䊤
䊷䉴䋬2010 ᐕ 9 ᦬

10. ะᲚ᡽↵䋬“䈢䉄䈮䈭䉎䇸቟ోቇ䇹╙ 6 ࿁䋺䊥䉴䉪䉝䉶䉴䊜䊮䊃䈫䈇䈉⊒ᗐ”䋬䊒䊤䊮䊃䉣䊮䉳䊆䉝䊥
䊮䉫䋬Vol.42䋬No.9䋬pp.48-49䋬 ᣣᧄ䊒䊤䊮䊃䊜䊮䊁䊅䊮䉴දળ䋬2010 ᐕ 9 ᦬
11. ะᲚ᡽↵䋬“䈢䉄䈮䈭䉎䇸቟ోቇ䇹╙ 5 ࿁䋺ା㗬ᕈ䈫቟ోᕈ䈱㑐ଥ”䋬䊒䊤䊮䊃䉣䊮䉳䊆䉝䊥䊮䉫䋬
Vol.42䋬No.8䋬pp.62-63䋬ᣣᧄ䊒䊤䊮䊃䊜䊮䊁䊅䊮䉴දળ䋬 2010 ᐕ 8 ᦬
12. ะᲚ᡽↵䋬“䈢䉄䈮䈭䉎䇸቟ోቇ䇹╙ 4 ࿁䋺䈬䈖䉁䈪䉇䈦䈢䉌቟ో䈎”䋬䊒䊤䊮䊃䉣䊮䉳䊆䉝䊥䊮䉫䋬
Vol.42䋬No.7䋬pp.42-43䋬ᣣᧄ䊒䊤䊮䊃䊜䊮䊁䊅䊮䉴දળ䋬 2010 ᐕ 7 ᦬
13. ะᲚ᡽↵䋬“቟ో䊶ෂᯏ▤ℂ䈫ᄢቇ䋬䉲䊮䊘䉳䉡䊛㩷 ᄢቇ䈮䈍䈔䉎ෂᯏ▤ℂ૕೙䈱⃻⁁䈫໧㗴ὐ”䋬᣿ᄢኾᢎㅪળႎ㩷 ╙ 99 ภ㩷 ㅢᏎ 189 ภ䋬pp.8-21 pp.34-47䋬᣿ᴦᄢቇኾછᢎ᝼ㅪ
98

98

วળ䋬2010 ᐕ 7 ᦬
14. ะᲚ᡽↵䋬“቟ో䈲┹੎ജ䈱Ḯᴰ䈪䈅䉎”䋬䊥䉴䉪䊙䊈䉳䊜䊮䊃 TODAY䋬Vol.13䋬No.3䋬
pp.17-19䋬䊥䉴䉪䊙䊈䉳䊜䊮䊃දળ䋬 2010 ᐕ 7 ᦬
15. ะᲚ᡽↵䋬“ᖱႎൻ␠ળ䈱⣀ᒙᕈ”䋬Newton㩷 ೎ౠ㩷 ࿾ၞ೎䊶㔡Ḯ䋬ⷙᮨ䋬ⵍኂ੍᷹㩷 Ꮒᄢ࿾㔡䋬pp.102-103䋬䊆䊠䊷䊃䊮㩷 䊒䊧䉴䋬2010 ᐕ 6 ᦬
16. ะᲚ᡽↵䋬“䊥䉴䉪䉝䉶䉴䊜䊮䊃䈱䈜䈜䉄”䋬ੱ੐㒮᦬ႎ䋬No.730䋬pp.12-13䋬ੱ੐㒮䋬 2010
ᐕ6᦬
17. ะᲚ᡽↵䋬“䈢䉄䈮䈭䉎䇸቟ోቇ䇹╙ 3 ࿁䋺቟ో䈱⷗䈋䉎ൻ”䋬䊒䊤䊮䊃䉣䊮䉳䊆䉝䊥䊮䉫䋬
Vol.42, No.6䋬pp.58-59䋬ᣣᧄ䊒䊤䊮䊃䊜䊮䊁䊅䊮䉴දળ䋬2010 ᐕ 6 ᦬
18. ะᲚ᡽↵䋬“䈢䉄䈮䈭䉎䇸቟ోቇ䇹╙ 2 ࿁䋺䇸ᯏ᪾䈲უ䉏䉎䉅䇹䈱䈪䈅䉍䋬䇸ੱ㑆䈲㑆㆑䈋䉎䉅䈱䇹䈪䈅䉎”䋬䊒䊤䊮䊃䉣䊮䉳䊆䉝䊥䊮䉫䋬Vol.42䋬No.5䋬pp.60-61䋬ᣣᧄ䊒䊤䊮䊃䊜䊮䊁䊅䊮䉴දળ䋬
2010 ᐕ 5 ᦬
19. ะᲚ᡽↵䋬“䈢䉄䈮䈭䉎䇸቟ోቇ䇹╙ 1 ࿁䋺䇸቟ోቇ䇹䈻䈱㆏⒟”䋬䊒䊤䊮䊃䉣䊮䉳䊆䉝䊥䊮䉫䋬
Vol.42䋬No.4䋬pp.60-61䋬ᣣᧄ䊒䊤䊮䊃䊜䊮䊁䊅䊮䉴දળ䋬 2010 ᐕ 4 ᦬
20. ะᲚ᡽↵䋬“቟ో䈱䇸౒ㅢൻ䇹䈲䈛䈦䈒䉍䈫”䋬ᣣ⚻䉅䈱䈨䈒䉍䋬╙ 667 ภ䋬pp.4-6䋬ᣣ⚻ BP ␠䋬
2010 ᐕ 4 ᦬ٟ 㐳ፉ๺⨃
1.

㐳ፉ๺⨃, AERA ࡓ࠶ࠢ‫ޟ‬MEIJI UNIVERSITY‫ޠ‬ᦺᣣᣂ⡞಴2010 ᐕ 8 ᦬, p.50-51.

ၮ␆‛ℂቇታ㛎ٟ ਛ၂ବਯ
1.

ਛ၂ବਯ,㩷 ሶଏ䈱⑼ቇ䇸2010 ᐕ䉟䉫䊉䊷䊔䊦⾨⊒⴫ᣣᧄੱ⎇ⓥ⠪䈏☼⩶䈱⎇ⓥ䈪੤ㅢ⸘↹⾨䉕ฃ⾨䇹73 Ꮞ 12 ภ,2010 ᐕ㩷

2.

T. Nakagaki, P.M., ’ So sieht ein Genie aus ’, 2010 ᐕ07 ᦬ภ, Pp. 84-90, Germany

3.

ਛ၂ବਯ,㩷 ࿑ᦠ㙚ᢎ⢒䊆䊠䊷䉴, ዋᐕ౮⌀ᣂ⡞䇸⠨䈋䉎න⚦⢩☼⩶䈱㛳⇣䇹, 2010ᐕ12᦬
08ᣣ㩷

4.

ਛ၂ବਯ, ㅳೀ䊟䊮䉫䉳䊞䊮䊒,䇸ᩕశ䈭䈐ᄤᚽ䈢䈤2010㪄䉟䉫䊉䊷䊔䊦⾨䉕૞䈦䈢↵㪄䇹
2010ᐕ39,40 ภ㩷5.

ਛ၂ବਯ,㩷 ㅳೀᢥᤐ,ᳰỈᄐ᮸㩷 ⑳䈱⺒ᦠᣣ⸥䇸⍾Ṽ䈱⛗,☼⩶䈱໧㗴⸃᳿,ౣ✬㓸䈘䉏䈢੹ᤄ䇻䇹2010 ᐕ06᦬17ᣣภ㩷

6.

T. Nakagaki, TOPOS-International Review of Landscape Architecture And Urban
Design-, ’ BIOCITY -Emergent sustainability- ’, Vol. 70, Pp. 7–75, 2010, Germany

7.

㜞ᧁᷡੑ,ਛ၂ବਯ,̌⌀ᱜ☼⩶ߦࠃࠆ⥄Ꮖ⚵❱⊛ߥ㋕㆏✂⸳⸘̍⃻ઍൻቇ, NO.477,
48-51㧔2010 ᐕ12 ᦬㧕

8.

ਛ၂ବਯ,̌ࠕࡔ࡯ࡃߩࠛ࠰ࡠࠫ࡯̍ࡄ࡝࠹ࠖ㧔ฃℂ㧕9999ٟ ᧻ጊ⋥᮸1.

᧻ጊ⋥᮸,‫▤ࠢࠬ࡝ߩࠄ߆ࠇߎޟ‬ℂߦ᳞߼ࠄࠇߡ޿ࠆߎߣ‫ޠ‬,⚻ᷣ࠮ࡒ࠽࡯,ᣣᧄ⹏⺰␠,ㅢᏎ 657 ภ,2010.122.

᧻ጊ⋥᮸,‫▤ࠢࠬ࡝ߩࠄ߆ࠇߎޟ‬ℂߦ᳞߼ࠄࠇߡ޿ࠆߎߣ‫ޠ‬,ᢙቇ࠮ࡒ࠽࡯,ᣣᧄ⹏⺰
␠,50 Ꮞ(㧝ภ) ,2011.1

ٟ භㇱජ↱
1.

භㇱජ↱䋬“‛ℂደ䈱⌒䈪⃻⽎䈱㛽⚵䉂䉕ข䉍಴䈜”䋬᣿ᴦᄢቇ䉫䊨䊷䊋䊦 COE 䊒䊨䉫䊤䊛䇸⃻⽎ᢙℂቇ䈱ᒻᚑ䈫⊒ዷ䇹⧯ᚻ⎇ⓥ⠪䉟䊮䉺䊎䊠䊷䋬News Letter Vol.4䋬2010 ᐕ 4 ᦬

ٟ ෹ᨑ᣿଻
1.

෹ᨑ᣿଻䋬“╙ 15 ࿁੤ㅢᵹ䈱䉲䊚䊠䊧䊷䉲䊢䊮䉲䊮䊘䉳䉡䊛ႎ๔”䋬ᣣᧄᔕ↪ᢙℂቇળ✬㓸ቇળ⹹䇸ᔕ↪ᢙℂ䇹䋬Vol.20䋬No.2䋬pp.86-87䋬2010 ᐕ 6 ᦬

2.

෹ᨑ᣿଻‫ޟ‬᣿ᴦߩᢙℂ⑼ቇ߇਎⇇ࠍᄌ߃ࠆ-ᷦṛ⃻⽎ࠍᢙℂߢ⸃᣿-‫ޠ‬㧘᣿ᴦᄢቇᐢႎ⹹‫ޟ‬᣿ᴦ‫ޠ‬45 ภ, p.22-23.

3.

෹ᨑ᣿଻㧘⷏ᚑᵴ⵨‫ޟ‬ᷦṛቇߣߪ‫ޠ‬㧘␠࿅ᴺੱ⥄േゞᛛⴚળળ⹹‫⥄ޟ‬േゞᛛⴚ‫ޠ‬Vol.64, No.3, p.4-9.

ٟ Siew Hai Yen
1.

Siew Hai Yen䋬“ὐㆊ⒟䊝䊂䊦䈮䉋䉎ᣂ䈚䈇ផቯᴺ䉕⠨᩺”䋬᣿ᴦᄢቇ GCOE 䊆䊠䊷䉴䊧䉺䊷⎇ⓥ⠪䉟䊮䉺䊎䊠䊷䋬Volume 7䋬 2011 ᐕ 1 ᦬వ┵ᢙℂㇱ㐷ٟ ᧖ේෘศ
1.

᧖ේෘศ䋬“ᛩᓇㅒᄌ឵䈫┙૕㍲ⷞ”䋬ᢙቇ䉶䊚䊅䊷㩷 ․㓸䇸㍲ⷡ䈱ᢙℂ䇹䋬pp. 24-27䋬2011ᐕ 3 ᦬ภ

2.

ᣂ੗ੳਯ䋬ർጟ᣿૫䋬ጊญᵏ䋬᧖ේෘศ䋬“ᐳ⺣ળ䇸㍲ⷡ⎇ⓥ䈮䈍䈇䈩ᢙℂ⊛䉝䊒䊨䊷䉼䈮ᦼᓙ䈜䉎䈖䈫”䋬ᢙቇ䉶䊚䊅䊷㩷 ․㓸䇸㍲ⷡ䈱ᢙℂ䇹䋬pp. 8-16䋬2011 ᐕ 3 ᦬ภ

3.

᧖ේෘศ䋬䇸ㅳೀᢥᤐ䇹2011 ᐕ 1 ᦬ 20 ᣣภ䈱౮⌀䊕䊷䉳䈪ਇน⢻┙૕䈏⚫੺䈘䉏䈢䇯ᢥ
⧓ᤐ⑺␠

4.

᧖ේෘศ䋬“⍮䉕⏴䈒⠪䋳㩷 ਇน⢻┙૕䉕ⓥ䉄䉎᧖ේෘศ”䋬⊒᣿දળ⊒ⴕ䇸⊒᣿䇹䈮䉟䊮䉺䊎䊠䊷⸥੐䈏ឝタ䈘䉏䈢䇯pp. 20-23䋬2010 ᐕ 10 ᦬ภ

5.

᧖ේෘศ䋬䇸ሶଏ䈱⑼ቇ䇹7 ᦬ภ䇮䉮䉦䊃䊏䈪㍲ⷡ䉮䊮䊁䉴䊃 1 ૏౉⾨䈱⸥੐䈫䉟䊮䉺䊎䊠䊷䋬2010 ᐕ 7 ᦬ภ

6.

᧖ේෘศ䋬“ᢙቇ䈏૶䈋䉎ᭉ䈚䈘”䋬aperitif, ᢙቇ䉶䊚䊅䊷䋬2010 ᐕ 4 ᦬ภ䋬pp.1

100

100

ٟ ⧯⁜ ᔀ1.

⧯⁜ᔀ䋬“㕖✢ᒻ⃻⽎䉕ᢙℂ䈱⋡䈪⸃᣿䈚䈢䈇”䋬᣿ᴦᄢቇ GCOE 䊆䊠䊷䉴䊧䉺䊷⎇ⓥ⠪䉟䊮䉺䊎䊠䊷䋬Vol. 7䋬 2011 ᐕ 1 ᦬

5.3.3 TV
5.3.3
TV⃻⽎ᢙℂㇱ㐷ٟ ะᲚ᡽↵
1.

ะᲚ᡽↵䋬“਎⇇৻ฃ䈔䈢䈇᝼ᬺ”䋬ᣣᧄ䊁䊧䊎䋬2010 ᐕ 7 ᦬ 31 ᣣ

ٟ ਛ၂ବਯ
1.

ਛ၂ବਯ, NHK㩷 䊆䊠䊷䉴䊈䉾䊃䊪䊷䉪ർᶏ㆏, 2010/10/01㩷2.

ਛ၂ବਯ, HBC㩷 䊆䊠䊷䉴䋱,㩷 2010/10/29㩷3.

ਛ၂ବਯ, NHK㩷 䊆䊠䊷䉴䊈䉾䊃䊪䊷䉪ർᶏ㆏,㩷 2010/11/15㩷

4.

ਛ၂ବਯ, 䊐䉳䊁䊧䊎䈢䈔䈚䈱ᐔᚑᢎ⢒ᆔຬળ, 2010/11/21㩷

5.

ਛ၂ବਯ, 䊐䉳䊁䊧䊎䈢䈔䈚䈱ᣂᢎ⢒⊕ᦠ2, 010/11/20㩷

6.

ਛ၂ବਯ, 䊐䉳䊁䊧䊎䊆䊠䊷䉴㪝㪥㪥, 㩷 2010/10/01㩷

7.

ਛ၂ବਯ, 㪫㪭㩷 ᣂᐢፉ 㪫㪪㪪㩷 䉴䊷䊌䊷䊆䊠䊷䉴, 2010/11/23㩷

8.

ਛ၂ବਯ, ᐢፉ䊖䊷䊛䊁䊧䊎Home J 䉴䊁䊷䉲䊢䊮, 2010/12/01㩷

9.

ਛ၂ବਯ, NHK 䉪䊨䊷䉵䉝䉾䊒⃻ઍ, 2010/12/13㩷

10. ਛ၂ବਯ, NHK ✚ว䊁䊧䊎῜╉໧㗴䈱ᣣᧄ䈱ᢎ㙃,㩷 ῜໧ቇ໧140࿁䉕␨ᔨ䈚䈩ⴕ䉒䉏䈢ડ↹䇸੹ᄛ᳿ቯ㩷 ῜䊉䊷䊔䊦⾨䇹䋨2011 ᐕ3 ᦬8 ᣣ䋩䈮䈩,☼⩶䈱⾫䈘䉕ត䉎ᚒ䇱䈱⎇ⓥ䈏╙৻࿁䈱῜䊉䊷䊔䊦⾨䉕ฃ⾨䈚䈢䇯㩷㩷ٟ ෹ᨑ᣿଻
1.

෹ᨑ᣿଻䋬“⍮䉍䈢䈏䉍”䋬ᷦṛᒻᚑ䊜䉦䊆䉵䊛䈫ᷦṛ✭๺╷䋬䊐䉳䊁䊧䊎䋬2010 ᐕ 5 ᦬ 4 ᣣవ┵ᢙℂㇱ㐷
ٟ ⨲㊁ቢ਽
1.

⨲㊁ቢ਽䋬“ਇนᕁ⼏ត஦࿅”䋬⑌ᢿ䉣䊥䉝 ẜ౉ 2 ᤨ㑆 SP ࿾⏛᳇෻ォ䈫ᄥ㓁䊐䊧䉝䈱࿾
⃿ⅣႺᓇ㗀䈮㑐䈚䈩⸃⺑䋬 ᣣᧄ䊁䊧䊎䋬2010 ᐕ 10 ᦬ 11 ᣣٟ ዊᨋ ੫1.

ዊᨋ ੫䋬“Home J 䉴䊁䊷䉲䊢䊮”䋬ᐢፉ䊖䊷䊛䊁䊧䊎䋬2010 ᐕ 12 ᦬ 1 ᣣ

2.

ዊᨋ ੫䋬“TSS 䉴䊷䊌䊷䊆䊠䊷䉴”䋬TV ᣂᐢፉ 䋬2010 ᐕ 11 ᦬ 23 ᣣ

101

101

ٟ ᧖ේෘศ
1.

᧖ේෘศ䋬“SmaSTATION!”䋬䊃䊥䉾䉪䉝䊷䊃․㓸䈪䇮ਇน⢻䊝䊷䉲䊢䊮䈏⚫੺䋬䊁䊧䊎ᦺᣣ䋬
2011 ᐕ 1 ᦬ 10 ᣣ

2.

᧖ේෘศ䋬“ᄸ〔૕㛎䉝䊮䊎䊥䊋䊗䊷”䋬ᔃℂ䊃䊥䉾䉪䇮㍲ⷡ䊙䉳䉾䉪䈱⸃⺑䉕⋙ୃ䋬2010 ᐕ
12 ᦬ 9 ᣣ

3.

᧖ේෘศ䋬“਎⇇৻ฃ䈔䈢䈇᝼ᬺ”䋬㍲ⷡ䈱೑↪䋬㍲ⷡ䉣䊮䉺䊷䊁䉟䊜䊮䊃䈭䈬䈱⻠⟵䋬ᣣᧄ䊁䊧䊎䋬2010 ᐕ 7 ᦬ 31 ᣣ

4.

᧖ේෘศ䋬“਎⇇䉕ᄌ䈋䉎 100 ੱ䈱ᣣᧄੱ 䉴䊕䉲䊞䊦”䋬ਇน⢻䊝䊷䉲䊢䊮䈱⚫੺䊶⸃⺑䋬䊁䊧䊎᧲੩䋬2010 ᐕ 7 ᦬ 30 ᣣ

5.

᧖ේෘศ䋬“䈘䈐䈦䈤䉊”䋬 ਇน⢻䊝䊷䉲䊢䊮䈱⚫੺䋬䉟䊮䉺䊎䊠䊷䋬䊁䊧䊎ᦺᣣ䋬2010 ᐕ 7 ᦬
13 ᣣ

6.

᧖ේෘศ䋬“䌍䌁䌇䊶䈰䈦䈫”䋬૗䈪䉅ๆᒁ྾ᣇะṖ䉍บ䈏⚫੺䋬NHK BS-2䋬2010 ᐕ 5 ᦬ 30
ᣣ7.

᧖ේෘศ䋬“El Hormiguero䋨䉴䊕䉟䊮䈱䊁䊧䊎⇟⚵䇯มળ Andres Palop䋩”䋬ᄢဳ䈱䍀䈭䉖䈪䉅ๆᒁ྾ᣇะṖ䉍บ䇹䈏⚫੺䋬2010 ᐕ 5 ᦬ 24 ᣣ

8.

᧖ේෘศ䋬“㊁ᰴ㚍䉰䉺䊂䊷”䋬૗䈪䉅ๆᒁ྾ᣇะ䈜䈼䉍บ䈏㍲ⷡ䉮䊮䊁䉴䊃ఝൎ૞ຠ䈫䈚䈩⚫੺䈘䉏䉎䋬䊁䊧䊎ᦺᣣ䋬2010 ᐕ 5 ᦬ 15 ᣣ

102

102

5.4
国際会議・研究集会の主催
5.4 ࿖㓙ળ⼏࡮⎇ⓥ㓸ળߩਥ௅ၮ⋚ᢙℂㇱ㐷
ٟ ⬿㊁๺ᒾ
1.

⬿㊁๺ᒾ, ╙㧟㧞࿁น឵Ⅳ⺰ࠪࡦࡐࠫ࠙ࡓ࡮╙㧢࿁ JV ࠮ࡒ࠽࡯ ਥ௅, IPC ↢↥ᕈ࿖㓙੤ᵹ࠮ࡦ࠲࡯, 2010 ᐕ 12 ᦬ 11 ᣣ--16 ᣣٟ ㇳ ᔘൎ
1.

Jong-Shenq Guo, Japan-Taiwan Joint Workshop for Graduate Students in
Applied Mathematics, National Taiwan Normal University, Taipei, Taiwan,
February 28 - March 1, 2010. (organized with H. Ninomiya)⃻⽎ᢙℂㇱ㐷ٟ ⨹Ꮉ ⮍
1.

⨹ Ꮉ ⮍ 䋬 2010 ᐕ 10 ᦬ 26 ᣣ 䌾 29 ᣣ 䋬 ᣿ ᴦ ᄢ ቇ 䉝 䉦 䊂 䊚 䊷 䉮 䊝 䊮 䋬 The 2010
International Symposium on Communications and Information 㩷 Technologies㩷䋨ISCIT2010䋩䋬ෳട⠪ 310 ฬ䋨䈉䈤ᶏᄖ䈎䉌 140 ฬ䋩ٟ ะᲚ᡽↵1.

ะ Ლ ᡽ ↵ ,Ornery Chair,2010 10-26-29, Meiji University, IEEE International
Symposium on Communications and Information Technologies 2010 (ISCIT2010),⚂ 300 ฬ㧔ᶏᄖ߆ࠄ⚂ 100 ฬ㧕ٟ ㆙⮮ື㇢
1.

K. Kamiyama, T. Endo and K. Shimizu, “Property of the chaotic propagating pulse
wave in a ring of coupled bistable oscillators”, Proceedings of NOLTA2010, pp.
406-409 [paper ID: 6041] (2010-09)

2.

K. Shimizu, M. Komuro and T. Endo, “Spectral analysis of the propagating pulse
wave in 6 coupled bistable oscillators”, Proceedings of NOLTA2011, pp. 623-626[paper ID: 6086] (2010-09)ٟ ⌀ේ ੳ1.

৻ᰴరᝄേࡕࠫࡘ࡯࡞ߩផㅴㅦᐲߦ߅ߌࠆࡁࠗ࠭ᒝᐲଐሽᕈ, ጊญᥓᒾ㧔↥ᬺᛛⴚ✚ว⎇ⓥᚲ㧕, ⌀ේੳ㧔↥ᬺᛛⴚ✚ว⎇ⓥᚲ㧕,ጊᧄື਽㧔↥ᬺᛛⴚኾ㐷ቇᩞ㧕,٤ᵤ㊄ᴛ⵨৻㧔↥ᬺᛛⴚኾ㐷ቇᩞ㧕, ᔕ↪ᢙℂቇળᐕળ, 2010 ᐕ 9 ᦬ 6 ᣣ㧙9 ᣣ, ᣿ᴦᄢቇ

103

103

2.

౉ࠇሶ᭴ㅧࠍᜬߟࠪࠬ࠹ࡓߦࠃࠆᾲജቇ╙ੑᴺೣߩᬌ⸛,⌀ේੳ,ጊญᥓᒾ,㧔↥ᬺᛛⴚ✚ว⎇ⓥᚲ㧕,╙ 20 ࿁‫ޟ‬㕖✢ᒻ෻ᔕߣදห⃻⽎‫⎇ޠ‬ⓥળ, 2011 ᐕ 1 ᦬ 8㧙9 ᣣ,㣮ఽፉᄢቇ3.

౉ࠇሶ᭴ㅧࠍᜬߞߚ♽ߦ߅ߌࠆᾲജቇ㊂ߩ⸘▚㧔╙ੑᴺೣߩᬌ⸛㧕,⌀ේੳ,ጊญᥓᒾ,ಽሶࠪࠬ࠹ࡓߩഃ⊒ൻቇ, ╙ੑ࿁౏㐿ࠪࡦࡐࠫ࠙ࡓ, 2011 ᐕ 2 ᦬ 4㧙5 ᣣ, ᑪ▽ળ㙚,᧲੩ٟ ෹ᨑ᣿଻
1.

෹ᨑ᣿଻, ᣿ᴦᄢቇ㧘╙ 9 ࿁⃻⽎ᢙℂ⧯ᚻࠪࡦࡐࠫ࠙ࡓ ‫⽎⃻ߪࡦ࠻ࡑ࠻࡯ࠝ࡞࠮ޟ‬ᢙℂቇߩᱞེߣߥࠅ߁ࠆ߆㧫‫ޠ‬᜗ᓙ⻠Ṷ⠪㧦ዊ᧻ፒବᒾ㧔㊄ᴛᄢቇ㧕㧘㜞ᯅᄢテ㧔ᣧⒷ↰ᄢቇ㧕
㧘㊁ㆻෘ㧔ජ⪲ᄢቇ㧕㧘Ralph Willox㧔᧲੩ᄢቇ㧕㧘╣ᧄᥓᒄ㧔ජ⪲ᄢቇ㧕㧘⊕⍹ବᒾ㧔ᮮᵿ࿖┙ᄢቇ㧕, 2011 ᐕ 2 ᦬ 22,23 ᣣٟ ਛᯅ ᷤ1.

ਛᯅ ᷤ䋬2010 ᐕ 6 ᦬ 29䌾30 ᣣ䋬᣿ᴦᄢቇ䋬╙ 5 ࿁⃻⽎ᢙℂ⧯ᚻ䉲䊮䊘䉳䉡䊛䇸ੱ㘃ㅴൻ䈻䈱ᢙℂ⊛䉝䊒䊨䊷䉼䇹ٟ ㊁ᵤ⵨ผ
1.

㊁ᵤ⵨ผ䋬2011 ᐕ 1 ᦬ 12䌾13 ᣣ䋬᣿ᴦᄢቇ䋬╙ 8 ࿁⃻⽎ᢙℂ⧯ᚻ䉲䊮䊘䉳䉡䊛䇸⥶ⓨᯏ䈱ᢙℂ −ᵹ૕䊝䊂䊦䈫ᢙ୯⸃ᨆ−䇹2.

㊁ᵤ⵨ผ䋬2010 ᐕ 12 ᦬ 27 ᣣ䋬᣿ᴦᄢቇ䋬䇸䊨䊋䉴䊃ᐞ૗⸘▚䉝䊦䉯䊥䉵䊛䇹⻠Ṷળ䋮⻠Ṷ⠪䋺ጊᎹ✚ม᳁ 䋨Carnegie Mellon University䋩3.

㊁ᵤ⵨ผ䋬2010 ᐕ 10 ᦬ 16 ᣣ䋬᣿ᴦᄢቇ䋬⃻⽎ᢙℂ⧯ᚻ䊒䊨䉳䉢䉪䊃䇸෻ᔕ᜛ᢔ♽䈱⥄Ꮖ⚵❱ൻᯏ᭴䉕೑↪䈚䈢䊜䉾䉲䊠↢ᚑᚻᴺ䈱㐿⊒䇹వ┵ᢙℂㇱ㐷ٟ ᩕિ৻㇢
1.

⎇ⓥ㓸ળ‫ޟ‬஍ᓸಽᣇ⒟ᑼߩᦨㄭߩ⹤㗴 2010 in ೎ᐭ‫ޠ‬ᣣᤨ㧦 ᐔᚑ 22 ᐕ 4 ᦬ 3 ᣣ
13 ᤨ 30 ಽ߆ࠄ 4 ᦬ 4 ᣣ 11 ᤨ 30 ಽ߹ߢ, ળ႐㧦 ೎ᐭ࿖㓙ࠦࡦࡌࡦ࡚ࠪࡦ࠮ࡦ࠲
http://www.b-conplaza.jp
࡯, 㧔ᄢಽ⋵೎ᐭᏒጊߩᚻ↸ 12 ⇟ 1 ภ‫ޔ‬http://www.b-conplaza.jp㧕,⚂ 20 ੱ

2.

ࡢ࡯࡚ࠢࠪ࠶ࡊ ഃ⊒⃻⽎ߩ਎⇇ 2, World of Emerging Phenomena 2, ᣣᤨ㧦2010ᐕ 6 ᦬ 11 ᣣ(㊄) 13:00㨪17:10, ળ႐㧦਻Ꮊᄢቇකቇㇱ⊖ᐕ⸥ᔨ⻠ၴ ਛࡎ࡯࡞, 47 ฬෳട3.

਻Ꮊ㕖✢ᒻ஍ᓸಽᣇ⒟ᑼ࡮౻ߩቇᩞ, 㐿௅႐ᚲ:⑔ጟᏒਛᄩ඙, ⑔ᄢ࠮ࡒ࠽࡯ࡂ࠙ࠬ,㐿௅ᣣᤨ:2010 ᐕ 12 ᦬ 10 ᣣ, 11 ᣣ㧔੍஻⻠⟵ 12/9㧕䋬ႎ๔㓸ߩ᦭ήߣ౉ᚻน⢻ߥ႐วߩㅪ⛊వ: ή㧔⻠Ṷ⾗ᢱ߇ http://www2.math.kyushu-u.ac.jp/~tohru/winter_school_10/
104

104

߆ࠄ౉ᚻน⢻㧕䋬72 ฬෳട
4.

╙ 28 ࿁ ਻Ꮊߦ߅ߌࠆ஍ᓸಽᣇ⒟ᑼ⎇ⓥ㓸ળ, ᣣᤨ㧦2011 ᐕ 1 ᦬ 24 ᣣ㧔᦬㧕14㧦
00㨪26 ᣣ㧔᳓㧕17㧦00, ળ႐㧦਻Ꮊᄢቇ ⷏ᣂࡊ࡜ࠩᄢળ⼏ቶ,(http://www.kyushu-u.ac.jp/university/institution-use/nishijin/index.htm)(http://www.kyushu-u.ac.jp/university/institution-use/nishijin/index.htm), ⚂ 80ฬ㧔ᶏᄖ߆ࠄ⚂ 8 ฬ㧕ٟ ⷏ᶆᑇ᡽
1.

⷏ᶆᑇ᡽, 2010 ᐕ 09 ᦬ 12 ᣣ㨪2010 ᐕ 09 ᦬ 18 ᣣ, Schloss Goldrain (Goldrain Italy),̌International Workshop "Emerging Topics in Nonlinear Science" ̍, 26 ੱ,
Harald Engel, Francesc Sagues, Hiroshi Kori

2.

⷏ᶆᑇ᡽, 2010 ᐕ 11 ᦬ 26 ᣣ㨪2010 ᐕ 11 ᦬ 28 ᣣ, ᧲ർᄢቇℂቇㇱࠠࡖࡦࡄࠬ㧔઄บᏒ㧕,‫ޟ‬ᢙቇߩዷ㐿̆⻉ಽ㊁ߣߩㅪ៤ࠍតࠆ‫ޠ‬,ᄢਅᛚ᳃, ဈ਄⾆ਯ, ᳓⮮ኡ3.

⷏ᶆᑇ᡽, 2011 ᐕ 02 ᦬ 16 ᣣ, ᧲੩ᄢቇᒎ↢⻠ၴ࡮৻᧦ࡎ࡯࡞㧔᧲੩㧕,‫⿧ޟ‬Ⴚߔࠆᢙቇ‫ޠ‬, 120 ੱ, ⷏ᚑᵴ⵨, ⨹੗ㄦ, ᣂ੗ੳਯٟ ⧯⁜ ᔀ1.

⧯⁜ᔀ䋬 2010 ᐕ 11 ᦬ 6 ᣣ䌾7 ᣣ䋬᣿ᴦᄢቇ䋬╙ 7 ࿁⃻⽎ᢙℂ⧯ᚻ䉲䊮䊘䉳䉡䊛䇸⚦⢩䊶⣲≌䈱ᢙℂ䇹

105

105

5.5
国内外集中講義
5.5 ࿖ౝᄖ㓸ਛ⻠⟵ၮ⋚ᢙℂㇱ㐷
ٟ ⬿㊁๺ᒾ
1.

2010 ᐕ 9 ᦬ 13 ᣣ㧔᦬㧕㨪 16 ᣣ㧔ᧁ㧕, 㓸ਛ⻠⟵‫ߩ✢ᦛ࡞ࠕࡒࡁࡕࠬ࡯ࡍࠬޟ‬symolic Rees ring ߩ᦭㒢↢ᚑᕈ߳ߩᐞ૗ቇ⊛ࠕࡊࡠ࡯࠴‫ޠ‬, ජ⪲ᄢቇٟ ዬ⋧⌀৻㇢
1.

‫ޝ‬኿ᓇᐔ㕙਄ߩࡌࠫࠛᦛ✢‫ޔ‬ઍᢙቇ․೎⻠⟵ B‫ ޔ‬᣿ᴦᄢቇ‫ޔࠬࡄࡦࡖࠠ↰↢ޔ‬2010ᐕ 9 ᦬ 6 ᣣ㨪9 ᦬ 9 ᣣ‫ޞ‬

⃻⽎ᢙℂㇱ㐷ٟ ਛ၂ବਯ
1.

ਛ၂ବਯ,ᢙℂ⚦⢩ᕈℂቇᐨ⺰㧔ᄢ㒋ᄢቇ↢๮ᯏ⢻⎇ⓥ⑼2010 ᐕᐲ㧕㕖Ᏹൕ⻠Ꮷ, 2ߥ޿ߒ3ᣣ㑆ߩ㓸ਛ⻠⟵ࠍኾછٟ ᧻ጊ⋥᮸
1.

࠰࡞ࡌࡦࠪ࡯ߣ ALM ߩታ㓙‫ޔ‬OLIS ࡊ࡞࠺ࡦࠪࡖ࡞࡮ࠫࡉ࡜࡞࠲ነઃ⻠ᐳ㧔↢๮଻㒾᭎⺰Σ㧕,ᘮᙥ⟵Ⴖᄢቇᄢቇ㒮ℂᎿቇ⎇ⓥ⑼,␹ᄹᎹ࡮ᣣศ,2010.6.17㨪7.1

2.

⚻ᷣଔ୯ߣ ALM ߩၮ␆,ᔕ↪ᢙℂ,৻ᯅᄢቇᄢቇ㒮⚻ᷣቇ⎇ⓥ⑼,᧲੩࡮࿖┙,2010.9.20
㨪24

ٟ භㇱජ↱
Chiyori Urabe, “On Powder and Granular Materials for Industrial Application”,
Advanced Mathematical Sciences II “Industrial Mathematics: A course in solving
real world problems”, Meiji University, Tokyo, 25th-28th October 2010̪⻠⟵ᦼ㑆ਛߩ 10 ᦬ 27 ᣣߩ㧝ࠦࡑࠍᜂᒰٟ ෹ᨑ᣿଻
1.

Akiyasu Tomoeda, "Mathematical Modeling toward Alleviating Traffic Jam"᣿ ᴦ ᄢ ቇ ฦ ⎇ ⓥ ⑼ ᮮ ᢿ ဳ ࡊ ࡠ ࠣ ࡜ ࡓ  ࡊ ࡠ ࠫ ࠚ ࠢ ࠻ ♽ ⑼ ⋡ ,Advanced
Mathematical SciencesΤ‫↥ޟ‬ᬺᢙℂ߳ߩ⺃޿‫ޠ‬, ᣿ᴦᄢቇ, 2010 ᐕ 10 ᦬
25 ᣣ

2.

෹ᨑ᣿଻㧘‫౒౏ޟ‬੤ㅢߩ࠳ࡦࠧㆇォߣᷦṛ‫ޠ‬᣿ᴦᄢቇฦ⎇ⓥ⑼ᮮᢿဳࡊࡠ
ࠣ࡜ࡓ ࡊࡠࠫࠚࠢ࠻♽⑼⋡వ┵ᢙℂ⑼ቇ I‫ޟ‬ᷦṛߣᢙℂ‫ޠ‬㧘᣿ᴦᄢቇ㧘2010ᐕ 8 ᦬ 4 ᣣ

106
106

వ┵ᢙℂㇱ㐷ٟ ⷏ᶆᑇ᡽
1.

⷏ᶆᑇ᡽,‫ޝ‬ⅣႺߣੱ㑆 శ࡮ࡃࠗࠝ࡮ಽሶߢᜏߊ࠽ࡁ࠹ࠢࡁࡠࠫ࡯,ർᶏ㆏ᄢቇ,2010
ᐕ 04 ᦬ 01 ᣣ㨪2010 ᐕ 09 ᦬ 30 ᣣ ‫ޞ‬2.

⷏ᶆᑇ᡽,‫ޝ‬Why Beauty is Truth~ - A history of Symmetry,⧷⺆Ṷ⠌ ਛ⚖,ർᶏ㆏ᄢ
ቇ,2010 ᐕ 10 ᦬ 01 ᣣ㨪2011 ᐕ 03 ᦬ 31 ᣣ ‫ޞ‬3.

⷏ᶆᑇ᡽,‫ޝ‬ᢙℂ⸃ᨆቇ⛯⺰,ർᶏ㆏ᄢቇ,2010 ᐕ 10 ᦬ 01 ᣣ㨪2011 ᐕ 03 ᦬ 31 ᣣ ‫ޞ‬4.

⷏ᶆᑇ᡽,‫▚⸘ޝ‬ᢙቇ 4,ർᶏ㆏ᄢቇ,2010 ᐕ 10 ᦬ 01 ᣣ㨪2011 ᐕ 03 ᦬ 31 ᣣ‫ޞ‬5.

⷏ᶆᑇ᡽,‫Ⲣޝ‬ว᧚ᢱㇱ㐷ߦ߅ߌࠆ⎇ⓥ෸߮⎇ⓥᜰዉ,਻Ꮊᄢቇవዉ‛⾰ൻቇ⎇ⓥ
ᚲ,2011 ᐕ 01 ᦬ 01 ᣣ㨪2011 ᐕ 03 ᦬ 31 ᣣ‫ޞ‬

107

107

5.6
アウトリーチ活動
5.6 ࠕ࠙࠻࡝࡯࠴ᵴേ
ၮ⋚ᢙℂㇱ㐷ٟ 㒙ේ৻ᔒ
1.

㒙ේ৻ᔒ, ‫ޟ‬ᐞ૗ቇߩᱧผߣ෺ᦛᐞ૗ቇߣࡐࠕࡦࠞ࡟੍ᗐ‫ޠ‬᣿ᴦᄢቇᢎຬ఺⸵ᦝᣂ⻠ᐳ㧘8 ᦬ 6 ᣣ

2.

㒙ේ৻ᔒ, ‫ޟ‬ICT ᢎ⢒ߣࡔ࠺ࠖࠕ࡝࠹࡜ࠪ࡯‫ޠ‬㧘ᣣᧄᢎ⢒ᄢቇ㒮ᄢቇᢎຬ఺⸵ᦝᣂ⻠ᐳ㧘8 ᦬ 20 ᣣ

3.

㒙ේ৻ᔒ, ‫ޟ‬ᣇ⒟ᑼߩ⸃ߩ౏ᑼߩᱧผ‫ޠ‬᣿ᴦ㜞ᩞ಴ᒛ᝼ᬺ‫ޔ‬6 ᦬ 23 ᣣ

4.

㒙ේ৻ᔒ, ‫ޟ‬100 ᐕߩ⻘ߪߥߗ⸃ߌߚߩ߆―ࡐࠕࡦࠞ࡟੍ᗐ‫┙⋵ޠ‬ᄙ៺㜞ᩞ಴ᒛ᝼ᬺ
8 ᦬ 25 ᣣ

5.

㒙ේ৻ᔒ, ‫ޟ‬KETpic ᭎ⷐ‫ޠ‬㐳㊁㜞ኾ KETpic ⻠⠌ળ12 ᦬ 27 ᣣٟ ᑝἑቬశ
1.

ᑝἑቬశ,ᢙ೉ߩ෼᧤᣿ᴦᄢቇࠝ࡯ࡊࡦࠠࡖࡦࡄࠬ㧔↢↰㧕‫ޟ‬ᮨᡆ᝼ᬺ‫ޠ‬᣿ᴦᄢቇ㧔౉ቇ࠮ࡦ࠲࡯੐ോቶ㧕᣿ᴦᄢቇ↢↰ࠠࡖࡦࡄࠬ㧭㙚㧟㓏㧭㧟㧜㧝ᢎቶ2010 ᐕ 8
᦬ 21 ᣣ㧔࿯㧕⃻⽎ᢙℂㇱ㐷ٟ ะᲚ᡽↵1.

ะᲚ᡽↵, ࡕ࠺࡟࡯࠲㧦⵾ຠ቟ోߦ㑐ߔࠆ࡝ࠬࠢࠦࡒࡘ࠾ࠤ࡯࡚ࠪࡦផㅴߩᗧ⷗੤឵
ળਥ௅㧦ᶖ⾌⠪ᐡㆇ༡㧦021 ຠ⾰቟ోᯏ᭴ᣣᧄᢎ⢒ળ㙚2011-1-31,2011-2-17

2.

ะᲚ᡽↵, ࠦ࡯࠺ࠖࡀ࡯࠲㧦቟ోቇ᭎⺰ᛛⴚࠕࠞ࠺ࡒ࡯᧲ᣣᧄᣏቴ㋕㆏ᩣᑼળ␠
᣿ᴦᄢቇ࡝ࡃ࠹ࠖࠕࠞ࠺ࡒ࡯ද⾥᣿ᴦᄢቇ቟ోቇ⎇ⓥᚲ౒௅,4 ᧲ᣣᧄᧄ␠
2010-12-8㨪12-93.

ะᲚ᡽↵, ࠦ࡯࠺ࠖࡀ࡯࠲㧦᥵ࠄߒߩ቟ో㘩ߩ቟ోࠍ⠨߃ࠆ⺒ᄁᣂ⡞౒௅ࠝ࡯ࡊ
ࡦ⻠ᐳ᣿ᴦᄢቇ࡝ࡃ࠹ࠖࠕࠞ࠺ࡒ࡯᣿ᴦᄢቇ቟ోቇ⎇ⓥᚲ౒௅᣿ᴦᄢቇ↢↰ࠠࡖࡦࡄࠬ2010-10-9㨪2010-12-4

4.

ะᲚ᡽↵, ࠦ࡯࠺ࠖࡀ࡯࠲㧦⵾ຠߣᯏ᪾ߩ࡝ࠬࠢࠕ࠮ࠬࡔࡦ࠻☨࿖ 7.ነઃ⻠ᐳ᣿ᴦᄢቇ࡝ࡃ࠹ࠖࠕࠞ࠺ࡒ࡯᣿ᴦᄢቇ቟ోቇ⎇ⓥᚲ౒௅࡝ࡃ࠹ࠖ࠲ࡢ࡯2010-10-2
㨪2011-1-15

5.

ะᲚ᡽↵,ࠦ࡯࠺ࠖࡀ࡯࠲㧦቟ోቇ౉㐷☨࿖ 7.ነઃ⻠ᐳ᣿ᴦᄢቇ࡝ࡃ࠹ࠖࠕࠞ࠺
ࡒ࡯᣿ᴦᄢቇ቟ోቇ⎇ⓥᚲ౒௅࡝ࡃ࠹ࠖ࠲ࡢ࡯2010-4-10㨪2010-7-24

ٟ ෹ᨑ᣿଻
1.

෹ᨑ᣿଻䋬䇸䉋䈉䈖䈠䋣⃻⽎ᢙℂቇ䈱਎⇇䈻— ↢‛䈱ᮨ᭽䈎䉌ੱ䈱␠ળᵴേ䉁䈪—䇹䈪䈱ᷦṛ⎇ⓥ䋬㍲ⷡ⎇ⓥ䈱ዷ␜䋬႐ᚲ䋺᣿ᴦᄢቇ↢↰࿑ᦠ㙚䉩䊞䊤䊥䊷䉷䊨䋬2010 ᐕ 11 ᦬ 16108
108

ᣣ-2010 ᐕ 11 ᦬ 29 ᣣ2.

෹ᨑ᣿଻䋬ᐔᚑ 22 ᐕᐲડ↹ዷ䇸䉂䉎䋣䉂䈋䉎䋿–㍲ⷞ䈎䉌ត䉎ⷞⷡ䈱䈚䈒䉂–䇹䈪䈱㍲ⷞᮨဳዷ␜䋬႐ᚲ䋺ජ⪲⋵┙⃻ઍ↥ᬺ⑼ቇ㙚䋬2010 ᐕ 10 ᦬ 9 ᣣ-2010 ᐕ 11 ᦬ 28 ᣣ

3.

෹ᨑ᣿଻䋬䇸䈎䈭䈏䉒⊒䋬ਛ㜞↢䈱䈢䉄䈱䉰䉟䉣䊮䉴䊐䉢䉝䇹䈪䈱ᷦṛቇ䊘䉴䉺䊷䊑䊷䉴಴ዷ䋬႐ᚲ䋺ᣂㇺᏒ䊖䊷䊦䋨䈠䈗䈉ᮮᵿᐫ䋹㓏䋩䋬2010 ᐕ 7 ᦬ 17 ᣣٟ ਛᯅ ᷤ
1.

ਛᯅ ᷤ䋬⥄ୃ㙚ਛ╬ᢎ⢒ቇᩞ䈱ਛቇ↢䈱⺖ᄖᵴേ䈪⻠Ṷ䋬2010 ᐕ 6 ᦬ٟ ᳗↰⵨૞
1.

᳗↰⵨૞㧘‫ޟ‬૕ᗵဳታ㛎ⵝ⟎⟲ߩ㐿⊒ߣ⵾૞‫᧚ޠ‬ᢱൻቇಽ⑼ળᢙ‛♽ㇱળᆔຬ㧘⽷࿅ᴺੱ ᣣᧄ⑼ቇදળ

వ┵ᢙℂㇱ㐷ٟ ⷏ᶆᑇ᡽
1.

⷏ᶆᑇ᡽, ‫ޟ‬᜛߇ߞߡ޿ߊᢙቇ㨪੍ళߩ⸃᣿ߣᢙቇ㨪‫ޠ‬, ᢥㇱ⑼ቇ⋭, ⑼ቇᛛⴚ᡽╷⎇ⓥᚲળ⼏ቶ㧔㔵ࡩ㑐ࡆ࡞㧕㧔᧲੩㧕
㧘2011 ᐕ 02 ᦬ 19 ᣣ

109

109

5.7
共同研究の実施状況
5.7 ౒ห⎇ⓥߩታᣉ⁁ᴫၮ⋚ᢙℂㇱ㐷ٟ ㇳ ᔘൎ
1.

University of Bordeaux, France, Subject: Singular reaction-diffusion systems andpersistence, Period: 1/1/2010-12/31/2010ٟ 㜞ᯅ ੫1.

᦭㒢኿ᓇᰴరട⟲ߩ⋥੤ㇱಽ࿤ߩ᭴ㅧ㧘⨹⼱〈ม㧔ᄹ⦟ᢎ⢒ᄢቇ㧕࡮㘵㑆࿻৻㇢㧔ᄹ⦟Ꮏᬺ㜞╬ኾ㐷ቇᩞ㧕㧘2010 ᐕ 2㨪9 ᦬㧚

2.

ዉ᧪࿤ߩᰴరߩ਄㒢߅ࠃ߮ਅ㒢㧘⋧ේ℉⏴㧔ජ⪲ᄢቇᄢቇ㒮⥄ὼ⑼ቇ⎇ⓥ⑼㧕
㧘2010
ᐕ 7 ᦬㨪⃻࿷㧚ٟ ᄢ㑐৻⑲1.

ࠫࠚࡁࡃᄢቇ㧔ࠗ࠲࡝ࠕ㧕߳ߩ಴ᒛṛ࿷෸߮㧘M. E. Rossi ᢎ᝼ߣߩᖱႎ੤឵㧘2010ᐕ 5 ᦬㨪8 ᦬.

ٟ ศ↰ዏᒾ
1.

Dirac ဳ૞↪⚛ߩᜰᢙߩዪᚲൻߣߘߩᔕ↪㧘⮮↰₵㧔ቇ⠌㒮ᄢቇ㧕ฎ↰ᐙ㓶㧔᧲੩ᄢቇ㧕㧘2008 ᐕ 3 ᦬~⃻࿷ߦ⥋ࠆ㧚⃻⽎ᢙℂㇱ㐷ٟ ਛ၂ବਯ
1.

T. Nakagaki, D. Sumpter, M. Middendorf and M. Beekman㧔Human Frontier
Science Program (Strasburg, France)㧕:“Optimization in Natural System: Ants,
bees and slime mold. ”, 2007㨪2010 ᐕᐲ࠙ࡊࠨ࡜ᄢቇ, ࡜ࠗࡊ࠴ࡅᄢቇࠪ࠼࠾࡯
ᄢቇߣߩ౒ห⎇ⓥٟ ะᲚ᡽↵
1.

ฃ⸤⎇ⓥߣߒߡ‫ޔ‬ን჻㔚ᯏ㨻㩎㩨㩔㩨㩧㩇㩎㩍㩂㩓㩥㩆㩨㨺㧔ᩣ㧕ߣᯏ⢻቟ో‫ޔ‬ᯏ᪾቟ోࠍਛᔃߣߒ
ߡᯏ᪾቟ోⷙᩰ߅ࠃ߮ᛛⴚߩേะ⺞ᩏߩ౒ห⎇ⓥࠍⴕߞߚ‫⎇ߩߎޕ‬ⓥߪ‫ ޔ‬ᐕᐲ߆ࠄ⛮⛯ߒߡታᣉߒߡ޿ࠆ‫ޕ‬ٟ ᧻ጊ⋥᮸
1.

ࠕࠢ࠴ࡘࠕ࡝࡯ᢙℂߩ⎇ⓥߣᢎ⢒㐿⊒,ᘮᙥ⟵ႶᄢቇℂᎿቇㇱᢎ᝼೨↰ศᤘ࡮ᣣᧄᄢቇ
ᢥℂቇㇱᢎ᝼㤥↰⠹༹㧔ઁ㧕,ࠕࠢ࠴ࡘࠕ࡝࡯ᢙℂࠦࡦ࠰࡯ࠪࠕࡓߦ㑐ߔࠆวᗧ110
110

ᦠ,2011.3.31㨪
ٟ භㇱජ↱
1.

Collective Motion ߩᢙℂࡕ࠺࡞ߦ㑐ߔࠆ⎇ⓥ
౒ห⎇ⓥ⠪㧦᣿ᴦᄢቇ ਃ᧛᣽ᵏᢎ᝼, ಴ේᶈผ⎇ⓥຬ

2.

ᗵᨴ∝ߩᢙℂࡕ࠺࡞ߦ㑐ߔࠆ⎇ⓥ
౒ห⎇ⓥ⠪㧦᣿ᴦᄢቇ ਃ᧛᣽ᵏᢎ᝼3.

⎕უ⃻⽎ߩᢙℂࡕ࠺࡞ߦ㑐ߔࠆ⎇ⓥ
౒ห⎇ⓥ⠪㧦੩ㇺᄢቇ ᱞᧃ⌀ੑಎᢎ᝼ٟ ෹ᨑ᣿଻
1.

⎇ⓥ⺖㗴ฬ㧦“ੱߩㅌ಴ⴕേߣ㓚ኂ‛ߩᦨㆡൻ”ṛ࿷႐ᚲ㧦Isaac Newton Institute for Mathematical Sciences, Cambridge, England(in Partial Differential Equations in Kinetic Theories 2010/08/16-12/22 )2010 ᐕ11 ᦬22 ᣣ-12 ᦬4 ᣣٟ ਛᯅ ᷤ1.

ⓨ㑆᭴ㅧਅߢߩห⺞વ㆐ߩㅴൻ, University of British Colombia, Joseph Henrich ᢎ᝼࡮᣿ᴦᄢቇ, ⧯㊁෹৻㇢․છಎᢎ᝼, 2009 ᐕ 11 ᦬㨪2.

ቇ⠌⢻ജߩㅴൻ, ᧲੩ᄢቇ, 㕍ᧁஜ৻ᢎ᝼, ⑼ቇ⎇ⓥ⾌⵬ഥ㊄࡮ᣂቇⴚ㗔ၞ⎇ⓥ㧦ࡀࠕࡦ࠺࡞࠲࡯࡞ߣࠨࡇࠛࡦࠬ੤ᦧ഍ߩ⌀⋧㧦ቇ⠌⢻ജߩㅴൻߦၮߠߊታ⸽⊛⎇ⓥ,
2010 ᐕ 1 ᦬㨪

3.

ኅᣖߩㅴൻ, ᣿ᴦᄢቇ, ၳౝผᦶ⎇ⓥផㅴຬ, ⃻⽎ᢙℂ⧯ᚻࡊࡠࠫࠚࠢ࠻࡮ኅᣖ೙ߩ
ㅴൻߩ⃻⽎ᢙℂቇ, 2010 ᐕ 2 ᦬㨪

111

111

5.8
その他
5.8 ߘߩઁ
ၮ⋚ᢙℂㇱ㐷
ٟ ⬿㊁๺ᒾ
1.

J. Algebra ߩࠛ࠺ࠖ࠲࡯ٟ ⍾↰೑৻
1.

⍾↰೑৻䋬Brusell 䈮䈍䈔䉎 ERC䋨䊣䊷䊨䉾䊌⑼ቇ⹏⼏ળ䋩䈱ክᩏᆔຬ䋬2010 ᐕ 9 ᦬ 7 ᣣ
-9 ᣣ

2.

⍾↰೑৻䋬Cambridge ᄢቇ Newton ⎇ⓥᚲ䈮䈍䈔䉎 workshop䇸Analysis on graphs
and its applications䇹䈱⚵❱ᆔຬ䋬2010 ᐕ 7 ᦬ 24 ᣣ-8 ᦬ 1 ᣣ⃻⽎ᢙℂㇱ㐷ٟ ะᲚ᡽↵ ᡽ᐭ╬ߩክ⼏ળ߿ᆔຬળߦ߅ߌࠆ⻉ᵴേ1.

⚻ᷣ↥ᬺ⋭㑐ଥᶖ⾌⚻ᷣክ⼏ળᆔຬ䋬ġ ⵾ຠ቟ోㇱળ ㇱળ㐳ႎ๔ᦠ㧦ᐔᚑ  ᐕᐲ⵾ຠ቟ోኻ╷ఝ⦟ડᬺ⴫ᓆታᣉ᥉෸੐ᬺႎ๔ᦠ㧔ᆔຬ㐳㧕᧲੩ᶏ਄ᣣേ࡝ࠬࠢࠦࡦࠨ࡞࠹ࠖࡦࠣᩣᑼળ␠䋬ġ 

2.

ᶖ⾌⠪ᐡ㑐ଥ
ᶖ⾌⠪ᐡ੐᡿ᖱႎಽᨆ࠲ࠬࠢࡈࠜ࡯ࠬ ᐳ㐳ႎ๔ᦠ㧦ߎࠎߦ߾ߊ౉ࠅ࠯࡝࡯╬ߩ‛ᕈ࡮ᒻ⁁╬ᡷༀߦ㑐ߔࠆ⎇ⓥળႎ๔ᦠ㧔ᐳ㐳㧕䋬ᶖ⾌⠪ᐡ䋬ġ 

3.

࿖࿯੤ㅢ⋭㑐ଥ␠ળ⾗ᧄᢛ஻ክ⼏ળᆔຬ䋬ġ ᣹㒠ᯏ╬੐᡿⺞ᩏㇱળㇱળ㐳ႎ๔ᦠ㧦Ꮲㇺౖ⑥ࡆ࡞ࠛ࡟ࡌ࡯࠲࡯੐᡿⺞ᩏႎ๔ᦠ㧔ᆔຬ㐳㧕䋬 ᣹㒠ᯏ╬੐᡿ኻ╷ᆔຬળ䋬 ࿖࿯੤ㅢ⋭䋬 

4.

ෘ↢ഭ௛⋭㑐ଥ㧦ႎ๔ᦠ㧦ᯏ᪾⼑ᷰᤨߦ߅ߌࠆᯏ᪾ߩෂ㒾ᖱႎߩឭଏߩ޽ࠅᣇ╬ߦ㑐ߔࠆᬌ⸛ળႎ๔ᦠ
㧔ᐳ㐳㧕䋬ġ ෘ↢ഭ௛⋭䋬ġ 

5.

⁛㧕⑼ቇᛛⴚᝄ⥝ᯏ᭴㑐ଥ‫ߩࠄ߆⟋‽ޟ‬ሶߤ߽ߩ቟ో‫⎇ޠ‬ⓥ㐿⊒㗔ၞ䋬 ਛ㑆⹏ଔႎ๔ᦠ㧔ᐳ㐳㧕䋬 ␠ળᛛⴚ⎇ⓥ㐿⊒࠮ࡦ࠲࡯䋬 

6.

․⸵ขᓧ㧦ะᲚ᡽↵䋬 Ⓑศၮᖝࡀ࠶࠻ࡢ࡯ࠢ࠮ࠠࡘ࡝࠹ࠖࠪࠬ࠹ࡓ䋬 ․⸵╙ 4581104 ภ䋬 2010-9-10

112
112

ٟ ᫪ ໪ਯ1.

IEEE PE-31 Japan Chapter㩷 䋨Chair:㩷 ᧲੩ᄢቇᄢቇ㒮ᮮጊ᣿ᒾᢎ᝼䋩㩷 ቇ↢⺰ᢥ⊒⴫⾨䋬䋨᫪໪ਯ䋩㒮↢ᄢᎹஜᄥำ䋨M2䋩䋬㩷 2010 ᐕ

2.

㔚ജᛛⴚᙣ⺣ળ㩷 䋨⒳Ꮢ㩷 ஜળ㐳䇮ర᧲੩㔚ജ೽␠㐳䋩㩷 ⌀↰⾨䋬䋨᫪໪ਯ䋩㒮↢ᄢᎹஜᄥำ䋨M2䋩䋬2010 ᐕٟ භㇱජ↱
1.

භㇱජ↱, ᣣᧄᔕ↪ᢙℂቇળ 2010 ᐕᐲᐕળߩታⴕᆔຬٟ ෹ᨑ᣿଻
1.

෹ᨑ᣿଻䋬ᣣᧄᔕ↪ᢙℂቇળ 2010 ᐕᐲᐕળታⴕᆔຬ

ٟ ㊁ᵤ⵨ผ
1.

㊁ᵤ⵨ผ䋬ᔕ↪ᢙℂቇળ 2010 ᐕᐲᐕળታⴕᆔຬ䋬᣿ᴦᄢቇ䋬᧲੩䋬2010 ᐕ 9 ᦬ 6䋭9ᣣవ┵ᢙℂㇱ㐷
ٟ ⨲㊁ቢ਽
1.

⨲㊁ቢ਽䋬ฬฎደᄢቇ䉥䊷䊒䊮䉦䊧䉾䉳㩷 ⻠Ꮷ㩷 䇸Უ䈭䉎ᤊ㩷 ᄥ㓁䈱ਇᕁ⼏䈭⚛㗻䇹䋬2010
ᐕ 12 ᦬ 4 ᣣ

2.

⨲㊁ቢ਽䋬⁛┙ⴕ᡽ᴺੱᶏᵗ⎇ⓥ㐿⊒ᯏ᭴㩷 ᮮᵿ⎇ⓥᚲ৻⥸౏㐿㩷 䉰䉟䉣䊮䉴䉦䊐䉢㩷 ⻠Ꮷ㩷 䇸ቝቮ䈫࿾⃿ⅣႺ䈱ਇᕁ⼏䈭㑐ଥ䇹䋬2010 ᐕ 11 ᦬ 27 ᣣ

3.

⨲㊁ቢ਽䋬ฬฎደᄢቇᄥ㓁࿾⃿ⅣႺ⎇ⓥᚲ 20 ๟ᐕ৻⥸⻠Ṷળ⻠Ꮷ㩷 䇸ᄥ㓁䈱⻘㩷 䉧䊥䊧䉥䈎䉌ᧂ᧪䈻䇹䋬2010 ᐕ 11 ᦬ 13 ᣣ

4.

⨲㊁ቢ਽䋬ർᶏ㆏㒽೎↸㌁ᴡ䈱᫪ᄤᢥบ㩷 䇸ᄥ㓁䊶䉥䊷䊨䊤䉡䉞䊷䉪䇹⻠Ꮷ䋬2010 ᐕ 11 ᦬
28 ᣣ

5.

⨲㊁ቢ਽䋬ᄥ㓁⎇ⓥᦨ೨✢૕㛎䉿䉝䊷㩷 ડ↹䊶⻠Ꮷ䋬2010 ᐕ 8 ᦬ 17 ᣣٟ ⷏᫪㩷 ᜏ1.

⷏᫪ᜏ䋬ᐢፉᄢቇℂቇ⎇ⓥ⑼ୃ჻⺖⒟䋲ᐕ䈱ቇ↢䋨ᣂደ໪ᢥำ䋬ᜰዉᜂᒰ⷏᫪䋩䈏䋬಴⺰ᢥ䈻䈱⴫ᓆ䈠䈱ઁ䈱ታ❣䈮䉋䉍䋬ᐔᚑ 23 ᐕᐲ㐿ᆎ䈱ᣣᧄቇⴚᝄᝄ⥝ળ․೎⎇ⓥຬ
䋨DC1䋩䈮᳿ቯ䈚䈢ٟ ᧖ේෘศ
1.

᧖ේෘศ䋬䊥䊆䊠䊷䉝䊦䉥䊷䊒䊮䈚䈢ฬฎደᏒ⑼ቇ㙚䈮ਇน⢻┙૕䋳⒳㘃䈏Ᏹ⸳ዷ␜䋬
113

113

2011 ᐕ䋳᦬ 9 ᣣ2.

᧖ේෘศ䋬“ᢙቇ䈪⺞䈼䉎䈣䉁䈚⛗ --- ⑳䈢䈤䈱⋡䈲䈭䈟䈣䉁䈘䉏䉎䈱䈪䈚䉊䈉䈎”䋬චᢥሼਛቇᩞᢙቇ⻠Ṷળ䋬2011 ᐕ 2 ᦬ 23 ᣣ

3.

᧖ේෘศ䋬“ᢙቇ䈱ജ䈪䉣䉾䉲䊞䊷䉕⿥䈋䉋䈉”䋬⑔੗⋵┙ᱞ↢㜞╬ቇᩞ䋬2011 ᐕ 1 ᦬ 24ᣣ4.

᧖ේෘศ䋬಴㗿⇟ภ䋺․㗿 2004-230652䋬 ⊒᣿ฬ⒓䋺൓ജ࿤࿑૞ᚑⵝ⟎෸䈶䊒䊨䉫䊤䊛

5.

᧖ේෘศ䋬ජ⪲⋵┙⃻ઍ↥ᬺ⑼ቇ㙚䈱ડ↹ዷ␜䇸䉂䉎䋣䉂䈋䉎䋿㍲ⷞ䈎䉌ត䉎ⷞⷡ䈱䈚䈒䉂䇹䈱㐿௅䉟䊔䊮䊃䈱䈵䈫䈧䈫䈚䈩䋬Ꮏ૞ᢎቶ䇸䈣䉁䈚⛗䉕┙૕䈮䈚䈩䇮䉣䉾䉲䊞䊷䉕⿥䈋䉋䈉䋣䇹䈱⻠Ꮷ䉕䈧䈫䉄䈢䇯2010 ᐕ 11 ᦬ 7 ᣣ

6.

᧖ේෘศ䋬ਇน⢻┙૕䈱ዷ␜䈫䊃䊷䉪䋨15 ಽ䊃䊷䉪䉕ว⸘ 10 ࿁䋩䋬᣿ᴦᄢቇ๺ᴰ䉨䊞䊮䊌䉴䈱᣿ᄢ⑂䋬2010 ᐕ 10 ᦬ 30 ᣣ-11 ᦬ 1 ᣣ

7.

᧖ේෘศ䋬“Hall of Illusions”䋬 exhibit for the Glasgow Science Festival of the
University of Glasgow䋬 20th May to 14th June, 2010. Organized by Dr. Rob
Jenkins䋬 Department of Psychology䋬 University of Glasgow䋬 2010 ᐕ 5 ᦬ 20 ᣣ
-6 ᦬ 14 ᣣٟ ᩊ↰㆐ᄦ
1.

ᩊ↰㆐ᄦ䋬‛ℂ♽⎇ⓥ⠪䈮↢‛㑐ㅪ⺰ᢥ䉕⚫੺䈜䉎 Virtual Journal of Biological
Physics Research 䈮ේ⪺⺰ᢥ(3)䈏ㆬ䈳䉏䈢䇯ේ⪺⺰ᢥ(3)䋺“Self-organization of the phosphatidylinositol lipids signaling system
for random cell migration”

2.

ᩊ↰㆐ᄦ䋬Faculty of 1000 Biology 䈮ේ⪺⺰ᢥ(3)䈏ㆬ䈳䉏䈢䇯
http://www.f1000biology.com/article/id/4195956
ේ⪺⺰ᢥ(3)䋺”Self-organization of the phosphatidylinositol lipids signaling system
for random cell migration”

3.

ᩊ↰㆐ᄦ䋬Nature Chemical Biology䋬Research Highlights 䈮䈩ේ⪺⺰ᢥ(3)䈏⚫੺䈘
䉏䈢䇯“Migration in cue-less cells”䋬Vol. 6䋬pp.564䋬August, 2010 ᐕ 8 ᦬ේ⪺⺰ᢥ(3)䋺”Self-organization of the phosphatidylinositol lipids signaling system
for random cell migration”

4.

ᩊ↰㆐ᄦ䋬Science Signaling䋬EDITORS' CHOICE 䈮䈩ේ⪺⺰ᢥ(3)䈏⚫੺䈘䉏䈢䇯
“Organized Randomness”䋬Vol. 3䋬Issue 130䋬pp. ec210䋬2010 ᐕ 7 ᦬ 13 ᣣේ⪺⺰ᢥ(3)䋺”Self-organization of the phosphatidylinositol lipids signaling system
for random cell migration”

5.

ᩊ↰㆐ᄦ䋬ේ⪺⺰ᢥ(3)䈮䈧䈇䈩 JST䋬ᄢ㒋ᄢቇ䋬ᐢፉᄢቇ䈱౒ห䈪䊒䊧䉴⊒⴫䉕ⴕ䈭䈦䈢䇯ᐔᚑ 22 ᐕ 6 ᦬ 15 ᣣ http://www.jst.go.jp/pr/announce/20100615/index.html
ේ⪺⺰ᢥ(3)䋺”Self-organization of the phosphatidylinositol lipids signaling system
114

114

for random cell migration”
ٟ ᩕિ৻㇢
1.

4th MSJ-SI㧔2011/9/12 – 9/21㧕㐿௅⽿છ⠪ٟ ⧯⁜㩷 ᔀ1.

⧯⁜ᔀ䋬ᣣᧄᔕ↪ᢙℂቇળ 2010 ᐕᐲᐕળ⚵❱ᆔຬ䋬᣿ᴦᄢቇ㛁ᴡบ䉨䊞䊮䊌䉴䋬2010ᐕ 9 ᦬ 6 ᣣ-9 ᣣ

115

115

66【受賞・表彰】‫ޣ‬ฃ⾨࡮⴫ᓆ‫ޤ‬⃻⽎ᢙℂㇱ㐷ٟ ⨹Ꮉ ⮍1.

㔚ሶᖱႎㅢାቇળ䊐䉢䊨䊷䋺䇸㕖✢ᒻ䊶⍮⊛ାภಣℂ䈮㑐䈜䉎⎇ⓥ䈫ᔕ↪䇹䈻䈱⽸₂䋬⨹Ꮉ⮍ٟ ਄ጊᄢା
1. 㩷 ᣣᧄᔕ↪ᢙℂቇળ⧯ᚻᦨఝ⑲䊘䉴䉺䊷⾨䋬㊁ᵤ⵨ผ䋬ጊญ዁ᄢ䋬਄ጊᄢା䋬“⥄Ꮖ⚵❱ൻᯏ᭴䉕೑↪䈚䈢䊜䉾䉲䊠↢ᚑᚻᴺ䈱㐿⊒”䋬2010 ᐕٟ ਛ၂ବਯ
1. 㩷 Ig Nobel prize䋬“TRANSPORTATION PLANNING PRIZE for using slime mold todetermine the optimal routes for railroad tracks”䋬T. Nakagaki䋬R. Kobayashi䋬A.
Tero䋬S. Takagi䋬K. Yumiki䋬K. Ito䋬T. Saigusa䋬D. P. Babber and M. D. Fricker䋬
2010 ᐕ
2.

੤ㅢ⸘↹⋭,ਛ၂ବਯ, ዊᨋ੫, ᚻ⠧◊ผ, 㜞ᧁᷡੑ, દ⮮⾫ᄥ㇢, ਃᨑᔀ, D. P.
Babber , M. D. Fricker

3. ವ㙚Ꮢ㐳⾨ਛ၂ବਯ 㧔2010-11-15䋩
4. ῜ࡁ࡯ࡌ࡞⾨㧔2011-03-08㧕, NHK ⇟⚵‫╉῜ޟ‬໧㗴ߩᣣᧄߩᢎ㙃㧦῜໧ቇ໧‫ޠ‬ਥ௅ٟ ෹ᨑ᣿଻
1. 㩷 ᣣᧄᔕ↪ᢙℂቇળ㩷 ⺰ᢥ⾨䋨ᔕ↪ㇱ㐷䋩䋬෹ᨑ᣿଻䋬2010 ᐕ
2.

ᦨఝ⑲䊘䉴䉺䊷⻠Ṷ⾨䋬෹ᨑ᣿଻䋬਻Ꮊᄢቇᔕ↪ജቇ⎇ⓥᚲ౒ห೑↪⎇ⓥ㓸ળ“㕖✢ᒻᵄേ⎇ⓥ䈱ᣂ䈢䈭ዷ㐿䋭⃻⽎䈫䊝䊂䊦ൻ䋭”䋬2010 ᐕٟ ㊁ᵤ⵨ผ
1.

Best Poster Award in 2010䋬H. Notsu䋬M. Yamaguchi and D. f䋬JSIAM “Thedevelopment of a self-organized mesh generator”䋬JSIAM 2010 Annual Meeting䋬Meiji Univ.䋬Tokyo (in Japanese)䋬2010 ᐕ2.

ᣣᧄᔕ↪ᢙℂቇળ⧯ᚻᦨఝ⑲䊘䉴䉺䊷⾨䋬㊁ᵤ⵨ผ䋬ጊญ዁ᄢ䋬਄ጊᄢା䋬“⥄Ꮖ⚵❱ൻᯏ᭴䉕೑↪䈚䈢䊜䉾䉲䊠↢ᚑᚻᴺ䈱㐿⊒”䋬2010 ᐕవ┵ᢙℂㇱ㐷ٟ ዊᨋ ੫116

116

1. 㩷 Ig Nobel prize䋬“TRANSPORTATION PLANNING PRIZE for using slime mold todetermine the optimal routes for railroad tracks”䋬T. Nakagaki䋬R. Kobayashi䋬A.
Tero䋬S. Takagi䋬K. Yumiki䋬K. Ito䋬T. Saigusa䋬D. P. Babber and M. D. Fricker䋬
2010 ᐕ
2.

੤ㅢ⸘↹⋭,ਛ၂ବਯ, ዊᨋ੫, ᚻ⠧◊ผ, 㜞ᧁᷡੑ, દ⮮⾫ᄥ㇢, ਃᨑᔀ, D. P.
Babber , M. D. Frickerٟ ⷏᫪ ᜏ1.

JPSJ䋬Papers of Editors Choice 䋨⺰ᢥ“3Dimensional Dune Skeleton Model as a
Coupled Dynamical System of 2D Cross-Sections”䋬J. Phys. Soc.Jpn.䈮㑐䈚䈩䋩䋬㩷 ᣂደ໪ᢥ䋨⷏᫪ᜂᒰᄢቇ㒮↢䋩䋬☿ᵤᥙ♿䋬⷏᫪ᜏ䋬2010 ᐕٟ ᧖ේෘศ
1. ‫ ╙ޟ‬2 ࿁㍲ⷞ䉮䊮䊁䉴䊃౉⾨䋬᧖ේෘศ䋬ਇน⢻䊝䊷䉲䊢䊮“⪭䈤䈭䈇䈎䉁䈿䈖ደᩮ”䋬ᣣᧄၮ␆
ᔃℂቇળਥ௅䋬2010 ᐕ
2.

╙ 4 ࿁䊂䉳䉺䊦䊝䊂䊥䊮䉫䉮䊮䊁䉴䊃㩷 ᦨఝ⑲⾨䋬᧖ේෘศ䋬“3 䉲䊦䉣䉾䊃┙૕ WHO and
HOW”䋨ᄢ␹ᥓᵗ䇮᧖ේෘศ૞䋩䋬ᣣᧄ࿑ቇળਥ௅䋬2010 ᐕ

3.

World Media Festival 䈮䈩 Education ㇱ㐷 Intermedia-glove SILVER Award ฃ⾨䋬᧖ේෘศ䋬⎇ⓥ⚫੺䊎䊂䉥“Impossible Solids --- Discovery of New 3D Optical
Illusion”䋬Hamburg䋬Germany䋬2010 ᐕ

4.

Best Visual Illusion of the Year Contest 2010㩷 ఝൎ䋨first prize䋩䋬᧖ේෘศ䋬㍲ⷡ૞ຠ“ Impossible Motion: Magnet-Like Slopes”䋬ਥ௅䋺 Visual Sciences Society䋬Naples䋬
Florida䋬USA䋬2010 ᐕٟ ᩊ↰㆐ᄦ
1.

⑼ቇᛛⴚಽ㊁䈱ᢥㇱ⑼ቇᄢ⤿⴫ᓆ ⧯ᚻ⑼ቇ⠪⾨䋬ᩊ↰㆐ᄦ䋬“⚦⢩䈱⏕₸⊛䈭ᖱႎಣℂ
䉲䉴䊁䊛䈮㑐䈜䉎⎇ⓥ”䋬2010 ᐕٟ ෹ᨑ᣿଻
1.

ᐔᚑ 22 ᐕᐲ ᣣᧄᔕ↪ᢙℂቇળ㧘⺰ᢥ⾨㧔ᔕ↪ㇱ㐷㧕

2.

ᐔᚑ 22 ᐕᐲ਻Ꮊᄢቇᔕ↪ജቇ⎇ⓥᚲ౒ห೑↪⎇ⓥ㓸ળ‫ޟ‬㕖✢ᒻᵄേ⎇ⓥߩᣂ
ߚߥዷ㐿㧙⃻⽎ߣࡕ࠺࡞ൻ㧙‫ޠ‬㧘ᦨఝ⑲ࡐࠬ࠲࡯⻠Ṷ⾨

117

117

ٟ ⧯⁜ ᔀ1.

䊘䉴䉺䊷⾨䋬⧯⁜ᔀ䋬“On a simplified tumor growth model with contact-inhibition”䋬
Far From Equilibrium Dynamics 2011䋬2011 ᐕ

118

118

7【2010
年度 Technicalreport 発行状況】‫ޣ‬2010 ᐕᐲTechnicalreport⊒ⴕ⁁ᴫ‫ޤ‬[1]No.00026 (201004071): Kazushi Ahara and Ikuko Awata, On the global monodromy of afibration of the Fermat surface of degree ݊[2]No.00027 (201006291): Yoji Mine and Hirofumi Notsu, Hydrogen concentration at interphaseboundary caused by strain-induced martensitic transformation in
austenitic stainless steel[3]No.00028 (201007231): H. Murakawa, H. Ninomiya, Fast reaction limit of a three-component
reaction-diffusion system[4]No.00029 (201009101): Takahiko Yoshida, ܴܴ ൌ ͓‫ ܵܤ‬Via Localization of Index[5]No.00030 (201009181): Shiro Horiuchi, Hiroyuki Takasaki, Robust structural edge effect on
animal group size and density.
[6]No.00031 (201011021): Kokichi Sugihara, Computational Illusion for Impossible Motions

119

119

᣿ᴦᄢቇవ┵ᢙℂ⑼ቇࠗࡦࠬ࠹ࠖ࠹ࡘ࡯࠻
2010 ᐕᐲᵴേႎ๔ᦠ
⊒ⴕᣣ 2012 ᐕ 3 ᦬ 31 ᣣ⊒ ⴕ ᣿ᴦᄢቇవ┵ᢙℂ⑼ቇࠗࡦࠬ࠹ࠖ࠹ࡘ࡯࠻
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