St. Petersburg Mathematical Journal, 8. cilt,1-542. sayfalarAmerican Mathematical Society, 1997 |
Kitabın içinden
64 sonuçtan 1-3 arası sonuçlar
Sayfa 316
... Inequality ( 1.3 ) with T1 = s ̄1T1 ( s ̄1 ) , S1 = ɛ ̄1 , s2 = ɛs , s > 0 shows that ( 3.11 ) $ 1 n ( s , T ( s ̄1 ) ) ≤ n ( s , εT1 ( s ̄1 ) ) + n ( s , e ̄1T2 ( s ̄1 ) ) . Multiplying by SP and passing to the upper limits as s → 0 ...
... Inequality ( 1.3 ) with T1 = s ̄1T1 ( s ̄1 ) , S1 = ɛ ̄1 , s2 = ɛs , s > 0 shows that ( 3.11 ) $ 1 n ( s , T ( s ̄1 ) ) ≤ n ( s , εT1 ( s ̄1 ) ) + n ( s , e ̄1T2 ( s ̄1 ) ) . Multiplying by SP and passing to the upper limits as s → 0 ...
Sayfa 321
... inequality ( 1.2 ) , we put T1 = G_ ( A ) , T2 = −aX ( A_ ( a ) ) G_ ( A ) , 81 = 82 = 21s ( s > 0 , a € Y ) . This leads to the relation n ( s2 , II1 ( a ) ) = n ( s , P1 ( a ) ) ≤n ( 2 ̄1s , G_ ( A ) ) + n ( 2 ̄1s , aX ̧ ( A_ ( a ) ...
... inequality ( 1.2 ) , we put T1 = G_ ( A ) , T2 = −aX ( A_ ( a ) ) G_ ( A ) , 81 = 82 = 21s ( s > 0 , a € Y ) . This leads to the relation n ( s2 , II1 ( a ) ) = n ( s , P1 ( a ) ) ≤n ( 2 ̄1s , G_ ( A ) ) + n ( 2 ̄1s , aX ̧ ( A_ ( a ) ...
Sayfa 476
... inequality ( see [ 6 ] ) + ∞ -α + ∞ 2 2 • + ∞ b α [ ** y1- ( [ ** f ( e ) dε ) * dy ≤ ( 220 ) / ** y3 - aƒ2 ( y ) dy y ( 2− a ) applied to the function . 5 ( y ) = { 0 ; y ЄR + \ ( Y2 , Y1 ) , u'1 ( x , y ) — aya − 1 , y € ( Y2 ...
... inequality ( see [ 6 ] ) + ∞ -α + ∞ 2 2 • + ∞ b α [ ** y1- ( [ ** f ( e ) dε ) * dy ≤ ( 220 ) / ** y3 - aƒ2 ( y ) dy y ( 2− a ) applied to the function . 5 ( y ) = { 0 ; y ЄR + \ ( Y2 , Y1 ) , u'1 ( x , y ) — aya − 1 , y € ( Y2 ...
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 | |
5 diğer bölüm gösterilmiyor
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