St. Petersburg Mathematical Journal, 8. cilt,1-542. sayfalarAmerican Mathematical Society, 1997 |
Kitabın içinden
15 sonuçtan 1-3 arası sonuçlar
Sayfa 108
... supp ( 0 ) are sufficiently small . h For 0 < h < ho , let I ( ho , h ) = μ ( h ) + [ −Côh , -e - So ] [ e - Soho , Coh ] , where So is the infimum of the Agmon distance ( determined by ( 1 + V ) ) between two distinct wells ( runs ...
... supp ( 0 ) are sufficiently small . h For 0 < h < ho , let I ( ho , h ) = μ ( h ) + [ −Côh , -e - So ] [ e - Soho , Coh ] , where So is the infimum of the Agmon distance ( determined by ( 1 + V ) ) between two distinct wells ( runs ...
Sayfa 136
... supp v , i.e. , for all kЄ Zd , by ( 4.2 ) . Hence , x = 0 and ( 4.10 ) equality in ( 4.9 ) occurs precisely for x = 0 ( in Td ) . ( Conversely , ( 4.10 ) implies ( 4.2 ) ; see the appendix . ) It follows that the hypersurface 1 − ( z ) ...
... supp v , i.e. , for all kЄ Zd , by ( 4.2 ) . Hence , x = 0 and ( 4.10 ) equality in ( 4.9 ) occurs precisely for x = 0 ( in Td ) . ( Conversely , ( 4.10 ) implies ( 4.2 ) ; see the appendix . ) It follows that the hypersurface 1 − ( z ) ...
Sayfa 531
... supp C { y € Ñ : │y − x ] < ε } ; 3 ) ( μV , v ) = 0 on IN . - Theorem 3.5 . Let N Ɛ E , μ Ɛ Mlip ( N ) , x E IN . There exist an open subset N x C N and a continuous linear mapping Kr : H1 ( r , C3 ) H2 ( x , C ) such that x ≤ x and ...
... supp C { y € Ñ : │y − x ] < ε } ; 3 ) ( μV , v ) = 0 on IN . - Theorem 3.5 . Let N Ɛ E , μ Ɛ Mlip ( N ) , x E IN . There exist an open subset N x C N and a continuous linear mapping Kr : H1 ( r , C3 ) H2 ( x , C ) such that x ≤ x and ...
İçindekiler
REPRESENTATION OF A FORM | 17 |
10 The automorphism groups of discriminant forms | 59 |
12 A general formula for the weight of representations | 65 |
Telif Hakkı | |
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