St. Petersburg Mathematical Journal, 8. cilt,1-542. sayfalarAmerican Mathematical Society, 1997 |
Kitabın içinden
75 sonuçtan 1-3 arası sonuçlar
Sayfa 136
... observe that ( 4.9 ) Rî ( x + iy ) = Σv ( k ) cosh ( k · y ) cos ( k · x ) ≤ F ( y ) . Equality in ( 4.9 ) occurs precisely when v ( k ) > 0 , which implies that k € 2πZ . For such an x , we also have k⋅ x Є 2πZ for all k lying in the ...
... observe that ( 4.9 ) Rî ( x + iy ) = Σv ( k ) cosh ( k · y ) cos ( k · x ) ≤ F ( y ) . Equality in ( 4.9 ) occurs precisely when v ( k ) > 0 , which implies that k € 2πZ . For such an x , we also have k⋅ x Є 2πZ for all k lying in the ...
Sayfa 347
... observe that the set o ( u ) B ( x * ) is nonempty and D , u = 0 on this set , whence | D - u sup B ( x ) ≤ w1 ( u ; x * ; p ) ≤ w * ( p ) . In Since the derivatives D , u are smooth functions in NUoint and vanish on σnt following ...
... observe that the set o ( u ) B ( x * ) is nonempty and D , u = 0 on this set , whence | D - u sup B ( x ) ≤ w1 ( u ; x * ; p ) ≤ w * ( p ) . In Since the derivatives D , u are smooth functions in NUoint and vanish on σnt following ...
Sayfa 474
... observe that 0-3 Therefore , y fr2 + a ( u - 2yo ) dS F ( 0 ) dn , a = < dn.a . 2 ( | x | 2 + y2 ) " ± a dv 2.4 . Now we state the main result of this paper . Theorem 2. There exist two constants P = P ( n , a ) > 0 and T = T ( n , a ) ...
... observe that 0-3 Therefore , y fr2 + a ( u - 2yo ) dS F ( 0 ) dn , a = < dn.a . 2 ( | x | 2 + y2 ) " ± a dv 2.4 . Now we state the main result of this paper . Theorem 2. There exist two constants P = P ( n , a ) > 0 and T = T ( n , a ) ...
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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