Master's Program Subject and Completion Requirements 2023

Department of Pure and Applied Mathematics
CodeClassific
A completion requirements item name and subject nameation

331136331137331152

M
M
G331121331122331123331124331125331126331127331128331129331130331131331132331133331134331135331138331139331140331141331142331143331144331145331146331147331148331149331150331151331153331154331155331156

M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M
M

Instructor

Unit

School hour a week
1st.Grade
2nd.Grade
Spring andFall and Winter Spring andFall and WinterSummer Terms Terms
Summer Terms Terms

Total
1.Advanced Liberal Arts Educational subjects (select from the attached list "「高度教養教育科目リスト（情報基礎数学専攻）」）
2.Major Subjects・Advanced Global Literacy Educational subjects(1)Core Subjects(1,1)Core Subjects（Required）
Research on Pure and Applied Mathematics Ia
All Staff
412
Research on Pure and Applied Mathematics Iｂ
All Staff
412
Study of Literature on Pure and Applied Mathematics
All Staff
12 (Spring)(1,2)Core Subjects（Elective）
Pure and Applied Algebra
2Pure and Applied Geometry
2Pure and Applied Analysis
Makoto Nakamura
222Combinatorics
Geometric Structure
2
Discrete Structure
2Applied Analysis
22
Tsuyoshi Chawanya
Mathematical Science2
Computer Assisted Mathematics
Yuto Miyatake
22
Computational Mathematics I
Daisuke Furihata
22
Computational Mathematics II
Tsuyoshi Chawanya
22
Applied Mathematics
Yoshie Sugiyama
22
Review on Pure and Applied Mathematics I
22(Not decided)
Review on Pure and Applied Mathematics II2
2
Takehiko Morita
Topics in Frontiers of Mathematics
Kouichi Yasui
22
Research on Pure and Applied Mathematics IIa4All Staff
Research on Pure and Applied Mathematics IIb
4
All Staff
Frontiers of Pure and Applied Mathematics M(A)1
Frontiers of Pure and Applied Mathematics M(B)1
Frontiers of Pure and Applied Mathematics M(C)1
Frontiers of Pure and Applied Mathematics M(D)(Atsuhira Nagano)
1
1
Frontiers of Pure and Applied Mathematics M(E)
11(Shuhei Tsujie)
Frontiers of Pure and Applied Mathematics M(F)1
Frontiers of Pure and Applied Mathematics M(G)
11(Hiroshi Iriyeh)
Frontiers of Pure and Applied Mathematics M(H)
11(Kouki Taniyama)
Frontiers of Pure and Applied Mathematics M(I)
11(Ryoko Tomiyasu)
Frontiers of Pure and Applied Mathematics M(J)
11(Kenta Hayano)
Frontiers of Pure and Applied Mathematics M(K)1
Frontiers of Pure and Applied Mathematics M(L)(Jun-ichi Segata)
1
1
Frontiers of Pure and Applied Mathematics M(M)
(Akihiko Miyachi)
11Frontiers of Pure and Applied Mathematics M(N)(Hisamitsu Maeda)
11
Frontiers of Pure and Applied Mathematics M(O)
(Shun'ichi Yokoyama)
1
1
Frontiers of Pure and Applied Mathematics M(P)(Atsushi Yagi)
12(2)Elective subject(2,1)Inter-disciplinary Subjects

331005

M

Information Technology and Ethics

331006

G・M

English Presentation Skills

331014M

The Foundation of Intellectual Property (Focusing onComputer Science)

331030

M

Innovation Management331226

M

Introduction to Smart Contracts

331428

M

Advanced Computing Systems

331429

M

Advanced Information Systems

331511

M

Economics of Information Network

331525

M

Advanced Introduction to Information Networking

331621

M

Informartion Security

331622

M

Content Security

331639G・M

331720M

Bio-network Engineering

331724

M

Introduction to Bioinformatic Engineering

Studies on International Integrated Sciences

Staffs of dept. ofInformation SystemsEngineering
Staffs of dept. ofMultimedia Engineering（Michio Nakanishi）

22

Bettina Wutzl

2*2(Shuichi Mukai)(Tsuyoshi Masuda)& Other2

Minoru Eto
Yuko Sasahara
Jyun Tanida
Kenji Taima
Hiroshi Noguchi
Kayo Yoshimoto
Noriyuki Miura
Jun Shiomi

NecessaryUnit multiplication
lower limit
methodunits(1)+(2)(1,1)+(1,2)Σ

30228229Σ0(2,1)+(2,2)+(2,3)
Σ00

１+2

1212

*222222222
Hirozumi Yamaguchi
Akira Uchiyama(Keita Arai)
All staff of dept. ofInformation NetworkingAtsuo Inomata
Naoto Yanai

222222

Leibnitz Kenji
Ferdinand Peper222
All staff of dept. ofBioinformatic Engineering

22(2,2)Others0
MAX{(2,3,1),(2,3,2)}(2,3)Academic Internship Abroad

331025

G・M(2,3,1)SAcademic Internship Abroad M(S)(2,3,2)LAcademic Internship Abroad M(L)Upper limit
units

00All Staff

466(6)

0331027
G・M
All Staff
81212(12)Note )
1. Σ= Integrate the total number of credits for subjects with a slant line directly below.
2. MAX= Integrate only one subject with the maximum number of credits.
3. The class with * is held twice a year. However, registration is limited according to the department.
4. The class is not offered this year when the instructor's name field is blank.
5. Requirements for Completion; Students must receive 30 credits or more from this table, and pass a final evaluation of their master's thesis. In the 30 credits, students must include 22 credits of Major subjects,
1 credit of Advanced Global Literacy Educational subjects, and 2 credits of Advanced Liberal Arts Educational subjects.
6. M1 students can register Academic Internship AbroadM(S),M(L) from "fall and winter terms" through "spring and summer terms".
7. "M" in the classification column represents Major subjects, "G" represents Advanced Global Literacy Educational subjects, and "G・M" represents subjects with both Advanced Global Literacy Educational andMajor subjects' characteristics.
8. If you have acquired subjects with both Advanced Global Literacy Educational and Major subjects' characteristics, the credits will be included preferentially for Advanced Global Literacy Educational subjects.
If 1 credit of Advanced Global Literacy Educational subjects is already fulfilled, the credits will be included for Major subjects.
9. With regard to Advanced Liberal Arts Educational subjects and Advanced Global Literacy Educational subjects offered by other graduates schools (or other institutions) in Osaka university, the subjects
approved by Department of Pure and Applied Mathematics can be included for Requirements for Completion up to 2 credits for Advanced Liberal Arts Educational subjects and up to 1 credit for Advanced
Global Literacy Educational subjects.
For details, please refer the attached "「高度教養教育科目リスト（情報基礎数学専攻）」「高度国際性涵養教育科目リスト（情報基礎数学専攻）」.

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