St. Petersburg Mathematical Journal, 8. cilt,1-542. sayfalarAmerican Mathematical Society, 1997 |
Kitabın içinden
50 sonuçtan 1-3 arası sonuçlar
Sayfa 34
... whence b Є Mmm ( Z ) and , by m ( 4.5 ) , b = M1 ( M ) = M. ( n ) = b , M , where bị = M1 ( 1m ) is obviously primitive . Thus , every solution b of ( 4.8 ) that belongs to [ Am ] can be represented as the product ( 4.9 ) b = b1 M · of ...
... whence b Є Mmm ( Z ) and , by m ( 4.5 ) , b = M1 ( M ) = M. ( n ) = b , M , where bị = M1 ( 1m ) is obviously primitive . Thus , every solution b of ( 4.8 ) that belongs to [ Am ] can be represented as the product ( 4.9 ) b = b1 M · of ...
Sayfa 41
... whence it follows that aG - 1 € Mk ( Z ) and the determinant | K | differs from dA by the square of a unit of Z. 6.3 . We split the matrix A occurring in ( 6.8 ) into blocks as follows : A = ( Α1 0 0 Āp where A1 Є GL ( Zp ) is of ...
... whence it follows that aG - 1 € Mk ( Z ) and the determinant | K | differs from dA by the square of a unit of Z. 6.3 . We split the matrix A occurring in ( 6.8 ) into blocks as follows : A = ( Α1 0 0 Āp where A1 Є GL ( Zp ) is of ...
Sayfa 44
... whence ( V { V1⁄2 ) ) = U1 ( V { V1⁄2 ) ( mod Āp ) , or ( 1m − U1 ) ( V { V1⁄2 ) = 0 ( mod Āp ) . Multiplication of this congruence from the right by ( V ' ) − 1 € GLk ( Zp ) yields 0 = ( 1m - U1 ) ( 1m0 ) = ( 1m - U1 | 0 ) ( mod Āp ) ...
... whence ( V { V1⁄2 ) ) = U1 ( V { V1⁄2 ) ( mod Āp ) , or ( 1m − U1 ) ( V { V1⁄2 ) = 0 ( mod Āp ) . Multiplication of this congruence from the right by ( V ' ) − 1 € GLk ( Zp ) yields 0 = ( 1m - U1 ) ( 1m0 ) = ( 1m - U1 | 0 ) ( mod Āp ) ...
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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