No.877
有限群と代数の表現論
Representation Theory of Finite Groups and Algebras
 
1993/11/15〜1993/11/17
越谷 重夫
Shigeo Koshitani
 
目 次
 
1. On congruences concerning the number of group homomorphisms between groups(Representation Theory of Finite Groups and Algebras)---1
    Department of Mathematics, Kinki University   Asai, Tsunenobu
 
2. Decompositions of the Trivial Module(Representation Theory of Finite Groups and Algebras)-----------------------------------------6
    Department of Mathematics, University of Georgia   CARLSON, JON F.
 
3. On some periodic modules for group algebras of finite groups(Representation Theory of Finite Groups and Algebras)----------------14
    千葉大学自然科学研究科   飛田 明彦 (Hida, Akihiko)
 
4. Basic Sets and Degree Equations for Blocks of Finite Groups(Representation Theory of Finite Groups and Algebras)-----------------19
    九州産業大学   池田 和興 (Ikeda, Kazuoki)
 
5. On Auslander-Reiten components for group algebras of finite groups(Representation Theory of Finite Groups and Algebras)----------34
    大阪市立大学理学部   河田 成人 (KAWATA, Shigeto)
 
6. On Regular Algebras(Representation Theory of Finite Groups and Algebras)---------------------------------------------------------41
    Naruto University of Education   小林 滋 (Kobayashi, Shigeru)
 
7. $SL(2, 2^n)$のquiverとrelation:標数2の代数的閉体上(有限群と代数の表現論)---------------------------------------------------------46
    千葉大学自然科学研究科   越田 均 (Koshita, Hitoshi)
 
8. A Quiver and Relations for Some Group Algebras of Finite Groups(Representation Theory of Finite Groups and Algebras)-------------50
    千葉大学理学部   越谷 重夫 (KOSHITANI, Shigeo)
 
9. The subring of universally stable elements in a cohomology ring(Representation Theory of Finite Groups and Algebras)-------------52
    東北工業大学   小川 淑人 (Ogawa, Yoshito)
 
10. Projective Indecomposable Modules of $SL(2, P^2)$(Representation Theory of Finite Groups and Algebras)--------------------------62
    大阪市立大学   奥山 哲郎 (Okuyama, Tetsuro)
 
11. The mod $p$ cohomology algebras of finite groups with metacyclic Sylow $p$-subgroups(Representation Theory of Finite Groups and Algebras)---73
    Department of Mathematics, Faculty of Education, Yamaguchi University   佐々木 洋城 (SASAKI, HIROKI)
 
12. ON UNIVERSAL COVERING OF ALGEBRAS(Representation Theory of Finite Groups and Algebras)------------------------------------------87
    山梨大学教育学部数学教室   佐藤 真久 (SATO, MASAHISA)
 
13. 正標数のリー環の表現とその量子化(有限群と代数の表現論)-------------------------------------------------------------------------101
    筑波大学数学系   竹内 光弘 (Takeuchi, Mitsuhiro)
 
14. Graded algebras associated with indecomposable vector bundles over an elliptic curve(Representation Theory of Finite Groups and Algebras)---114
    Department of Mathematics, Hirosaki University   Tambara, D.
 
15. On some results of the cohomology of extra special p-groups(Representation Theory of Finite Groups and Algebras)---------------122
    琉球大学理学部 / 茨城大学教育学部   手塚 康誠 / 柳田 伸顕 (Tezuka, M. / Yagita, N.)
 
16. Stable Equivalences ついて(有限群と代数の表現論)-------------------------------------------------------------------------------133
    埼玉大学教育学部   若松 隆義 (Wakamatsu, Takayoshi)
 
17. A remark on Alperin's conjecture(Representation Theory of Finite Groups and Algebras)------------------------------------------143
    熊本大学教養部   渡辺 アツミ (WATANABE, Atumi)