St. Petersburg Mathematical Journal, 10. cilt,579-1070. sayfalarAmerican Mathematical Society, 1999 |
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91 sonuçtan 1-3 arası sonuçlar
Sayfa 629
... Suppose that the assertion is not true . Arguing as in the proof of Lemma 2.3 , we find a sequence of geodesic loops on C Bn of lengths In ( ơn ) → 0 converging to a point x ' D. ( We do not suppose that the sequence of metrics d‚‚D is ...
... Suppose that the assertion is not true . Arguing as in the proof of Lemma 2.3 , we find a sequence of geodesic loops on C Bn of lengths In ( ơn ) → 0 converging to a point x ' D. ( We do not suppose that the sequence of metrics d‚‚D is ...
Sayfa 720
... Suppose that the perturbation V satisfies conditions ( 2 ) – ( 4 ) with the func- tion w ( t ) = Ct1 / 2 , t → 0 . If C < ( 1 / ln 4 ) 1/2 , then the origin is not a cluster point of the set of roots of M ( X ) . Proof . If Є N , then ...
... Suppose that the perturbation V satisfies conditions ( 2 ) – ( 4 ) with the func- tion w ( t ) = Ct1 / 2 , t → 0 . If C < ( 1 / ln 4 ) 1/2 , then the origin is not a cluster point of the set of roots of M ( X ) . Proof . If Є N , then ...
Sayfa 1065
... suppose that d≤3 . Let H = H ± ( Ho , √V ) . Then , for any λo < inf ( σ ( H + ) Uo ( Ho ) ) relation ( 2.10 ) is fulfilled with k = 1 ; thus , the SSF for the pair H + , Ho is well defined . Identity ( 2.11 ) is true for a.e. R ...
... suppose that d≤3 . Let H = H ± ( Ho , √V ) . Then , for any λo < inf ( σ ( H + ) Uo ( Ho ) ) relation ( 2.10 ) is fulfilled with k = 1 ; thus , the SSF for the pair H + , Ho is well defined . Identity ( 2.11 ) is true for a.e. R ...
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