Research keywords (1)：
Representations of finite groups
Research theme for competitive and other funds (4)：
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有限群のモジェラー表現論
有限群のブロックの導来同値について
On derived equivalences for blocks of finite groups
Papers (17)：
Naoko Kunugi, Kyoichi Suzuki. Splendid Morita equivalences for the principal 2-blocks of 2-dimensional general linear groups in non-defining characteristic. SUT Journal of Mathematics. 2023. 59. 2. 117-135
Naoko Kunugi, Kyoichi Suzuki. Relative stable equivalences of Morita type for the principal blocks of finite groups and relative Brauer indecomposability. JOURNAL OF GROUP THEORY. 2023. 26. 6. 1157-1184
Yuta Kozakai, Naoko Kunugi. Two-sided tilting complexes for Brauer tree algebras. J ALGEBRA APPL. 2018. 17. 12(1850231). 1-26
Hiroki Ishioka, Naoko Kunugi. Brauer indecomposability of Scott modules. JOURNAL OF ALGEBRA. 2017. 470. 441-449
功刀直子,鈴木香一. Relative stable equivalences of Morita type and Morita equivalences for blocks of finite groups. 数理解析研究所講究録. 2024. 2287. 94-98
Naoko Kunugi, Kyoichi Suzuki. Relative stable equivalences of Morita type for the principal blocks of finite groups. Proceedings of the 54th Sympojium on Ring Theory and Representation theory. 2023. 64-69
Yuta Kozakai, Naoko Kunugi. Construction of two-sided tilting complexes for Brauer tree algebras. Proceedings of the 48th Sympojium on Ring Theory and Representation theory. 2016. 80-83
