論文リスト
論文（査読有り）[1] Asashiba, Hideto and Sumioka, Takeshi: On Krull-Schmidt’s theorem and theindecomposability of amalgamated sums Osaka J. Math. 20 (1983), 321–329.
[2] Asashiba, Hideto: On the indecomposability of amalgamated sums, Osaka J. Math.
20 (1983), 701–711.
[3] Asashiba, Hideto: On algebras of second local type, I, Osaka J. Math. 21 (1984),327–342.
[4] Asashiba, Hideto: On algebras of second local type, II, Osaka J. Math. 21 (1984),343–364.
[5] Asashiba, Hideto and Harada, Manabu: On maximal submodules of a finite direct
sum of hollow modules, V, Osaka J. Math. 23 (1986), 835–839.
[6] Asashiba, Hideto: On algebras of second local type, III, Osaka J. Math. 24 (1987),
107–122.
[7] Asashiba, Hideto: On the number of isomorphism classes of extensions, Comm.
Algebra 15 (1987), 1859–1868.
[8] Asashiba, Hideto: The Auslander-Reiten quiver of a ring of right local type, Osaka
J. Math. 28 (1991), 63–84.
[9] Asashiba, Hideto: The selfinjectivity of a local algebra A and the condition
Ext1A (DA, A) = 0, Representations of finite-dimensional algebras (Tsukuba, 1990),
9–23, CMS Conf. Proc., 11, Amer. Math. Soc., Providence, RI, 1991.
[10] Asashiba, Hideto and Hoshino, Mitsuo: Bilinear maps which define local algebras with trivial Hochschild cohomology, Representations of algebras (Ottawa, ON,1992), 15–28, CMS Conf. Proc., 14, Amer. Math. Soc., Providence, RI, 1993.
[11] Asashiba, Hideto and Hoshino, Mitsuo: Local rings with vanishing Hochschildcohomologies, Comm. Algebra 22 (1994), 2309–2316.
[12] Asashiba, Hideto: A covering technique for derived equivalence, J. Algebra 191(1997), 382–415.
[13] Asashiba, Hideto: Derived equivalence and stable equivalence of repetitions of algebras of finite global dimension, Algebras and modules, II (Geiranger, 1996), 7–15,
CMS Conf. Proc., 24, Amer. Math. Soc., Providence, RI, 1998.
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[14] Asashiba, Hideto: The derived equivalence classification of representation-finite
selfinjective algebras, J. Algebra 214 (1999), 182–221.
[15] Asashiba, Hideto: Derived and stable equivalence classification of twisted multifold
extensions of piecewise hereditary algebras of tree type, J. Algebra 249 (2002),345–376.
[16] Asashiba, Hideto: On a lift of an individual stable equivalence to a standard derived
equivalence for representation-finite selfinjective algebras, Algebras and Representation Theory 6 (2003), 427–447.
[17] Asashiba, Hideto: Realization of simple Lie algebras via Hall algebras of tame
hereditary algebras, J. Math. Soc. Japan, 56 (2004), 889–905.
[18] Asashiba, Hideto: Realization of general and special linear algebras via Hall algebras, Proc. of the 10-th International Conference on Representations of Algebras
held in Toronto, 2002, Fields Institute Communications, 45 (2005), 9–16.
[19] Asashiba, Hideto: Domestic canonical algebras and simple Lie algebras, Math. Z.
259 (2008), 713–754.
[20] Asashiba, Hideto: A generalization of Gabriel’s Galois covering functors and derived equivalences, J. Algebra 334 (2011), no. 1, 109–149.
[21] Asashiba, Hideto: Derived equivalences of actions of a category, Applied Categorical Structures 21 (2013), no. 6, 811–836, DOI: 10.1007/s10485-012-9284-5.
[22] Asashiba, Hideto: Gluing derived equivaleces together, Adv. Math. 235 (2013)
134–160.
[23] Asashiba, Hideto and Kimura, Mayumi: Presentations of Grothendieck constructions, Comm. Algebra 41 (2013), no. 11, 4009–4024.
[24] Asashiba, Hideto and Kimura, Mayumi: Derived equivalence classification of generalized multifold extensions of piecewise hereditary algebras of tree type, Algebra
Discrete Math. 19 (2015), no. 2, 145–161.
[25] Asashiba, Hideto: A generalization of Gabriel’s Galois covering functors II: 2categorical Cohen-Montgomery duality, Applied Categorical Structures 25, 155–186 (2017), DOI: 10.1007/s10485-015-9416-9.
[26] Asashiba, Hideto and Nakashima, Ken: Tilted algebras and configurations of selfinjective algebras of Dynkin type, Comm. Algebra 45 (2017) no. 8, 3278–3296.

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[27] Asashiba, Hideto; Nakashima, Ken; and Yoshiwaki, Michio: Decomposition theoryof modules: the case of Kronecker algebra, Japan Journal of Industrial and Applied
Mathematics 34 (2017), no. 2, 489–507.
[28] Asashiba, Hideto; Hafezi, Rasool; and Vahed, Razieh: Gorenstein versions ofcovering techniques for linear categories and their applications, Journal of Algebra(2018), Volume 507, 320–361, DOI:10.1016/j.jalgebra.2018.04.017.
[29] Asashiba, Hideto: Smash products of group weighted bound quivers and Brauergraphs, Comm. Algebra 47 (2019), no. 2, 585–610, (Published online: 16 Jan2019), DOI: 10.1080/00927872.2018.1487562.
[30] Asashiba, Hideto; Escolar, Emerson G.; Hiraoka, Yasuaki; and Takeuchi, Hiroshi:
Matrix Method for Persistence Modules on Commutative Ladders of Finite Type,Japan Journal of Industrial and Applied Mathematics, (Jan 2019), Volume 36,
97–130, DOI: 10.1007/s13160-018-0331-y.
[31] Asashiba, Hideto; Mizuno, Yuya; Nakashima, Ken: Simplicial complexes and tilting theory for Brauer tree algebras. J. Algebra 551 (2020), 119–153.
[32] Asashiba, Hideto: Cohen–Montgomery Duality for Pseudo-actions of a Group,
Bulletin of the Iranian Mathematical Society, (Aug 2020), 1–76, DOI:
10.1007/s41980-020-00413-6.
[33] Asashiba, Hideto; Kimura, Mayumi; Nakashima, Ken; and Yoshiwaki,
Michio: On isomorphisms of generalized multifold extensions of algebras
without nonzero oriented cycles, Comm. Algebra, (18 Oct 2020), DOI:
10.1080/00927872.2020.1826958投稿中の論文（査読有り）のプレプリント[34] Asashiba, H.; Buchet, M.; Escolar, E. G.; Nakashima, K.; Yoshiwaki, M.: On
Interval Decomposability of 2D Persistence Modules, arXiv:1812.05261.
[35] Asashiba, H.; Escolar, E. G.; Nakashima, K., and Yoshiwaki, M.: On approximation of 2D persistence modules by interval-decomposables, arXiv:1911.01637.
論説（査読有り）[35] 浅芝秀人: “M. Auslander, I. Reiten and S. O. Smalø: Representation Theory ofArtin Algebras, Cambridge Stud. Adv. Math. 36” の書評, 数学 59 (2007), 318–322.

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[36] 浅芝秀人: 多元環の導来同値分類, 数学 64 (2012), 357–383.
[37] 浅芝秀人: “中岡宏行: 圏論の技法, 日本評論社” の書評, 数学 72 (2020), 318–322.
報告集編集

1. Proceedings of the 37th Symposium on Ring Theory and Representation Theory.
Held at Shinshu University, Nagano, September 3—5, 2004. Edited by Hideto
Asashiba. Symposium on Ring Theory and Representation Theory Organizing
Committee, Osaka, 2005, x+125 pp.
2. Ring Theory 2019 (Proceedings of the 8th China–Japan–Korea International
Symposium on Ring Theory, held at Nagoya University, Nagoya, August 26–31, 2019), Edited by Hideto Asashiba, Shigeto Kawata, Nanqing Ding and Nam
Kyun Kim, World Scientific, 2020, xxii+230 pp.
書籍

1. 浅芝秀人: 基礎過程 線形代数, 培風館, 169 ページ, ISBN-13: 978-4563004736.
2. 浅芝秀人: 圏と表現論（2 圏論的被覆理論を中心に）, SGC ライブラリー 155, サ
イエンス社, viii+234 pp, ISBN: 978-4-7819-1465-7.
3. Hideto Asashiba: Categories and Representation Theory, (Focused on 2-categorical
Covering Theory), AMS, to appear.

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