St. Petersburg Mathematical Journal, 19. cilt,495-765. sayfalarAmerican Mathematical Society, 2008 |
Kitabın içinden
89 sonuçtan 1-3 arası sonuçlar
Sayfa 745
... Proposition 3.22 . For any n ≥ 5 , we have 4 HH " ( R ) ~ HH " −1 ( R ) → Z3 . Proof . By Proposition 2.7 , we have the following short exact sequences of complexes : i * , HomɅ ( Q. [ 4 ] , R ) Hom ̧ ( Q. , R ) x • → 0 , where x ...
... Proposition 3.22 . For any n ≥ 5 , we have 4 HH " ( R ) ~ HH " −1 ( R ) → Z3 . Proof . By Proposition 2.7 , we have the following short exact sequences of complexes : i * , HomɅ ( Q. [ 4 ] , R ) Hom ̧ ( Q. , R ) x • → 0 , where x ...
Sayfa 778
... Proposition 1.3 . ᄆ Proposition 2.2 . We have dim ( Ã / qA ) = 28 ( A ) . Proof . Let Ao = ( k [ X , Y ] / ( ƒ ) ) ( x , y ) , where ƒ is as in Proposition 2.1 . Then A is the completion of Ao , dim¿ ( Ã / qa ) = dim ( Ão / qA ...
... Proposition 1.3 . ᄆ Proposition 2.2 . We have dim ( Ã / qA ) = 28 ( A ) . Proof . Let Ao = ( k [ X , Y ] / ( ƒ ) ) ( x , y ) , where ƒ is as in Proposition 2.1 . Then A is the completion of Ao , dim¿ ( Ã / qa ) = dim ( Ão / qA ...
Sayfa 789
... Proposition 7.3 . Let C be an effective divisor on S without multiple components and without common components with Bh , let P be any point of Supp C , and let f be a local equation of Ch ( Q ) at h ( Q ) . Then Q - P sing ( foh ) - n ...
... Proposition 7.3 . Let C be an effective divisor on S without multiple components and without common components with Bh , let P be any point of Supp C , and let f be a local equation of Ch ( Q ) at h ( Q ) . Then Q - P sing ( foh ) - n ...
İçindekiler
A Brudnyi and D Kinzebulatov Uniform subalgebras of L on the unit | 495 |
N A Vavilov Can one see the signs of structure constants? | 519 |
Waldemar Hołubowski A new measure of growth for groups and algebras | 545 |
Telif Hakkı | |
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