St. Petersburg Mathematical Journal, 8. cilt,1-542. sayfalarAmerican Mathematical Society, 1997 |
Kitabın içinden
85 sonuçtan 1-3 arası sonuçlar
Sayfa 43
... solution M belongs to the group GLm ( Zp ) . Bo = Proof . We split the matrix Ap = A ( see ( 6.8 ) ) into blocks ... solution U of ( 6.22 ) we have U = ( 9 ) ( mod Ap ) , and we may assume that U = ( 1,0m ) , where U is a solution of the ...
... solution M belongs to the group GLm ( Zp ) . Bo = Proof . We split the matrix Ap = A ( see ( 6.8 ) ) into blocks ... solution U of ( 6.22 ) we have U = ( 9 ) ( mod Ap ) , and we may assume that U = ( 1,0m ) , where U is a solution of the ...
Sayfa 155
... solution of ( 3.3 ) , then v : = Vu is a solution of the " basic equation " ( 3.10 ) with ( 3.11 ) w = ( − △ + Vo V ) v + ( Hess Þ ) v · w = Vg . Proof of ( 3.6 ) , the maximum principle . In order to prove the last part of the ...
... solution of ( 3.3 ) , then v : = Vu is a solution of the " basic equation " ( 3.10 ) with ( 3.11 ) w = ( − △ + Vo V ) v + ( Hess Þ ) v · w = Vg . Proof of ( 3.6 ) , the maximum principle . In order to prove the last part of the ...
Sayfa 470
... solution of ( 1 ) , and ( 16 ) Є + ( z ) ≥0 , z R2 + 1 . -α in R " . 2. If a solution v of ( 1 ) satisfies ( 16 ) , then v is representable in the form ( 15 ) for some uniquely determined μ Є M2 - a ( R " ) , ẞ > 0 , and a harmonic ...
... solution of ( 1 ) , and ( 16 ) Є + ( z ) ≥0 , z R2 + 1 . -α in R " . 2. If a solution v of ( 1 ) satisfies ( 16 ) , then v is representable in the form ( 15 ) for some uniquely determined μ Є M2 - a ( R " ) , ẞ > 0 , and a harmonic ...
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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