St. Petersburg Mathematical Journal, 17. cilt,1-551. sayfalarAmerican Mathematical Society, 2006 |
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74 sonuçtan 1-3 arası sonuçlar
Sayfa 253
4 Corollary 2. Suppose a linear functional is defined on some linear space D Ɔ XonX1 . Let be the restriction of to XoX1 , and suppose that & Є ( Xo ^ X1 ) * , & ‡ 0 . Let a , ẞ , ao , and B∞ be the dilation indices of the function k ...
4 Corollary 2. Suppose a linear functional is defined on some linear space D Ɔ XonX1 . Let be the restriction of to XoX1 , and suppose that & Є ( Xo ^ X1 ) * , & ‡ 0 . Let a , ẞ , ao , and B∞ be the dilation indices of the function k ...
Sayfa 260
... Suppose two numbers po , P1 ( 1 ≤ Po < P1 < ∞ ) and two weight functions wo ( x ) , wi ( x ) satisfy ( * ) if po > 1 and satisfy ( ** ) if po = 1. Let a , ẞ , ao , and B be the PO - 1 ∞ dilation indices of the function k2 ( t ) = s ...
... Suppose two numbers po , P1 ( 1 ≤ Po < P1 < ∞ ) and two weight functions wo ( x ) , wi ( x ) satisfy ( * ) if po > 1 and satisfy ( ** ) if po = 1. Let a , ẞ , ao , and B be the PO - 1 ∞ dilation indices of the function k2 ( t ) = s ...
Sayfa 417
... Suppose { F , G , H } E г. Then X + = C6 ( GH ) -1 ( â + − H ) , where ↓ € æ ( K ) ̃ ̃ ( K ) is the function defined in Theorem 2.2 , and c = c ( F , G , H ) = C \ { 0 } . Lemma 2.7 [ 29 ] . Suppose { F , G , H } € г and ¥ € æ ( K ) ...
... Suppose { F , G , H } E г. Then X + = C6 ( GH ) -1 ( â + − H ) , where ↓ € æ ( K ) ̃ ̃ ( K ) is the function defined in Theorem 2.2 , and c = c ( F , G , H ) = C \ { 0 } . Lemma 2.7 [ 29 ] . Suppose { F , G , H } € г and ¥ € æ ( K ) ...
İçindekiler
Антипов М А Генералов А И Конечная порожденность алгебр | 1 |
A Antipov and A I Generalov The Yoneda algebras of symmetric special | 377 |
of index issues of Mathematical Reviews | 379 |
Telif Hakkı | |
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