St. Petersburg Mathematical Journal, 5. cilt,1-3. sayılarAmerican Mathematical Society, 1994 |
Kitabın içinden
87 sonuçtan 1-3 arası sonuçlar
Sayfa 222
... proof is simple , and we leave it to the reader . ᄆ Proposition . Let A be a compact group acting on M by isometries , let гCA be a closed subgroup , let F be the set of fixed points of г and let л : M → M / A be the natural ...
... proof is simple , and we leave it to the reader . ᄆ Proposition . Let A be a compact group acting on M by isometries , let гCA be a closed subgroup , let F be the set of fixed points of г and let л : M → M / A be the natural ...
Sayfa 323
... PROOF OF THEOREM 1 2.1 . The proof of the theorem will be given for the case σ = ( a , m , w ) . The case σ = ( a , m ) can be treated similarly . To simplify the calculations we shall require in addition that 1 ) The set ( o ) consists ...
... PROOF OF THEOREM 1 2.1 . The proof of the theorem will be given for the case σ = ( a , m , w ) . The case σ = ( a , m ) can be treated similarly . To simplify the calculations we shall require in addition that 1 ) The set ( o ) consists ...
Sayfa 341
... Proof . Let x be a representative of the class u in K2 ( L ) , i.e. , Qx = qw for some w Є K2 ( L ) . Multiplying this equality by P , we obtain qkx = qPw € K2 ( L ) , i.e. , kx - Pw Є qK2 ( L ) . Then , by Proposition 2.2 , kx - Pw ...
... Proof . Let x be a representative of the class u in K2 ( L ) , i.e. , Qx = qw for some w Є K2 ( L ) . Multiplying this equality by P , we obtain qkx = qPw € K2 ( L ) , i.e. , kx - Pw Є qK2 ( L ) . Then , by Proposition 2.2 , kx - Pw ...
İçindekiler
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according algebra apply arbitrary assume assumptions asymptotic automorphism Banach space belongs boundary bounded called classical closed compact complete condition consider consists constant construct contains continuous Corollary corresponding curve defined definition denote depend derive determined direct domain element English transl equal equation equivalent estimate exists extension fact field finite fixed formula function give given graph Hecke Hence holds identity implies inequality integral introduce isomorphic Lemma limit linear Math Mathematical matrix means measure method neighborhood obtain operator positive problem Proof properties Proposition prove Rd+1 relation Remark representation representatives respect ring satisfying sequence smooth solution space subgroup sufficiently surface Theorem theory transform tree unique values vector