St. Petersburg Mathematical Journal, 8. cilt,1-542. sayfalarAmerican Mathematical Society, 1997 |
Kitabın içinden
41 sonuçtan 1-3 arası sonuçlar
Sayfa 136
... coordinates so that k / k becomes ( 0 , ... , 1 ) , and look at the hypersurface 1 = in the new coordinates . At the point iy ( k ) , we have dy ( ( iy ) ) = s for some s = s ( k / | k | ) > 0 , Əy ( î ( iy ) ) = 0 , Ôy ' ( ( iy ) ) > 0 ...
... coordinates so that k / k becomes ( 0 , ... , 1 ) , and look at the hypersurface 1 = in the new coordinates . At the point iy ( k ) , we have dy ( ( iy ) ) = s for some s = s ( k / | k | ) > 0 , Əy ( î ( iy ) ) = 0 , Ôy ' ( ( iy ) ) > 0 ...
Sayfa 191
... coordinates . In particular , consider any point on T2 having coordinates ( r / N , r ' / N ) , with r , r ' , N € N and 0r , r ' < N. There are exactly N2 points of this type , and they belong to the ( NN ) -subgroup Ly of T2 given by ...
... coordinates . In particular , consider any point on T2 having coordinates ( r / N , r ' / N ) , with r , r ' , N € N and 0r , r ' < N. There are exactly N2 points of this type , and they belong to the ( NN ) -subgroup Ly of T2 given by ...
Sayfa 443
... coordinates is played by those of the ratios ( 3.7 ) a 1 = \ +1 ( X ) − \ ( X ) An ( X ) – A1 ( X ) that are not equal to zero identically on that simplex . Proof . For simplicity , we give the proof only in the case of a complete flag ...
... coordinates is played by those of the ratios ( 3.7 ) a 1 = \ +1 ( X ) − \ ( X ) An ( X ) – A1 ( X ) that are not equal to zero identically on that simplex . Proof . For simplicity , we give the proof only in the case of a complete flag ...
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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