St. Petersburg Mathematical Journal, 17. cilt,1-551. sayfalarAmerican Mathematical Society, 2006 |
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81 sonuçtan 1-3 arası sonuçlar
Sayfa 483
... assume that , moreover , B , ( x ) is compact . Then f is ( C , r ) -open at x . Putting C 1 and using Example 2.3 , we get a proof of Corollary 1.4 . x Example 4.4 . Let X be a proper , geodesically complete CAT ( K ) space . Let Z be ...
... assume that , moreover , B , ( x ) is compact . Then f is ( C , r ) -open at x . Putting C 1 and using Example 2.3 , we get a proof of Corollary 1.4 . x Example 4.4 . Let X be a proper , geodesically complete CAT ( K ) space . Let Z be ...
Sayfa 490
... assume that t = max f , replacing ƒ by f ( x ) = max { f ( x ) , t } . Also , we may assume that A < 0 . = Let ro , 1 Ut be such that d ( xo , x1 ) = s < r , let y be a geodesic between ro and x1 , and let m be its midpoint . Consider ...
... assume that t = max f , replacing ƒ by f ( x ) = max { f ( x ) , t } . Also , we may assume that A < 0 . = Let ro , 1 Ut be such that d ( xo , x1 ) = s < r , let y be a geodesic between ro and x1 , and let m be its midpoint . Consider ...
Sayfa 490
... assume that t = max f , replacing ƒ by f ( x ) = max { f ( x ) , t } . Also , we may assume that λ < 0 . Let xo , 1 Ut be such that d ( xo , x1 ) = s < r , let y be a geodesic between to and 1 , and let m be its midpoint . Consider the ...
... assume that t = max f , replacing ƒ by f ( x ) = max { f ( x ) , t } . Also , we may assume that λ < 0 . Let xo , 1 Ut be such that d ( xo , x1 ) = s < r , let y be a geodesic between to and 1 , and let m be its midpoint . Consider the ...
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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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