Tasaka Fuminori

Affiliation and department：

Research field (1)： Algebra

Research keywords (1)：有限群のモジュラー表現

Papers (5)：

Atumi Watanabe, Fuminori Tasaka. Isotypies for p-blocks with non-abelian metacyclic defect groups, p odd. Journal of Algebra. 2019. 535. 251-285
Fuminori Tasaka. The number of simple modules in a block with Klein four hyperfocal subgroup. Mathematical Journal of Okayama University. 2019. 61. 159-166
Tasaka Fuminori. A CHARACTERIZATION OF THE GLAUBERMAN-WATANABE CORRESPONDING BLOCKS AS BIMODULES. Mathematical Journal of Okayama University. 2014. 56. 1. 17-26
田阪文規. A note on the Glauberman-Watanabe corresponding blocks of finite groups with normal defect groups. Osaka Journal of Mathematics 46, pp.327-352. 2009
Fuminori Tasaka. On the isotypy induced by the Glauberman-Dade correspondence between blocks of finite groups. JOURNAL OF ALGEBRA. 2008. 319. 6. 2451-2470

MISC (9)：

田阪文規. Glauberman correspondence as a Brauer construction. 鶴岡工業高等専門学校研究紀要第49号, pp.58-61. 2015
田阪文規. A remark on the Cartan Matrix with a prime action. 鶴岡工業高等専門学校研究紀要第46号, pp.19-22. 2012
田阪文規. The Glauberman-Watanabe corresponding blocks as bimodules. 日本数学会2012年度会, 東京理科大学. 2012
田阪文規. On the Glauberman-Watanabe corresponding blocks as bimodules. 第15回代数学若手研究会報告集. 2010
田阪文規. On the Glauberman-Watanabe correspondence for p-blocks of a p-nilpotent group with a cyclic Sylow p-subgroup. 京都大学数理解析研究所講究録1679, pp.44-48. 2010

ｍore...

Professional career (1)：

※ Researcher’s information displayed in J-GLOBAL is based on the information registered in researchmap. For details, see here.

Return to Previous Page