St. Petersburg Mathematical Journal, 12. cilt,507-1059. sayfalarAmerican Mathematical Society, 2001 |
Kitabın içinden
51 sonuçtan 1-3 arası sonuçlar
Sayfa 718
... restriction of scalars ) . : = Lemma 3.1 ( Frobenius reciprocity I ) . There is a natural isomorphism 7 : HomA ( W , ResV ) → Hom ( IndW , V ) , ( f ) ( bw ) = bf ( w ) , B Α where fЄ Homд ( W , ResA V ) , b ɛ B , w Є W. In other words ...
... restriction of scalars ) . : = Lemma 3.1 ( Frobenius reciprocity I ) . There is a natural isomorphism 7 : HomA ( W , ResV ) → Hom ( IndW , V ) , ( f ) ( bw ) = bf ( w ) , B Α where fЄ Homд ( W , ResA V ) , b ɛ B , w Є W. In other words ...
Sayfa 719
... restriction functor if and only if A → B is Frobenius . A major example of a ẞ - Frobenius extension is provided by any inclusion of finite- dimensional Hopf algebras A → B. This is [ Sch2 , 3.6 II ] , [ FMS , Theorem 1.7 ] . Indeed ...
... restriction functor if and only if A → B is Frobenius . A major example of a ẞ - Frobenius extension is provided by any inclusion of finite- dimensional Hopf algebras A → B. This is [ Sch2 , 3.6 II ] , [ FMS , Theorem 1.7 ] . Indeed ...
Sayfa 850
... restriction can be taken arbitrarily small , i.e. , we may assume that the restricted base includes an arbitrary fixed compact subset of the initial base . ) Below , it is assumed tacitly that such a restriction has been taken . We also ...
... restriction can be taken arbitrarily small , i.e. , we may assume that the restricted base includes an arbitrary fixed compact subset of the initial base . ) Below , it is assumed tacitly that such a restriction has been taken . We also ...
İçindekiler
SH BIRMAN A LAPTEV AND T A SUSLINA | 536 |
2 Formulation of the main results | 543 |
4 Proof of Theorem 2 3 beginning | 551 |
Telif Hakkı | |
6 diğer bölüm gösterilmiyor
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Sık kullanılan terimler ve kelime öbekleri
algebra apply arbitrary assume asymptotic axes axis base belongs boundary bounded called coincides compact complete condition consequence consider constant construction contains continuous corresponding defined definition denote depend described determined dimension disks element English transl equal equation equivalent estimate exists exponential extension fiber field Figure finite fixed formula function given graph Hence homomorphism identity implies inequality integral introduce invariant isomorphism Lemma manifold Math Mathematical neighborhood obtain operator positive problem projection Proof Proposition proved quadratic form recall regular relation remains Remark representation respectively restriction satisfies semigroup sequence side similar simple smooth solution space spectrum Sq² statement Subsection suffices Suppose Theorem theory transformation trivial true values variation vector weight zero