St. Petersburg Mathematical Journal, 17. cilt,1-551. sayfalarAmerican Mathematical Society, 2006 |
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39 sonuçtan 1-3 arası sonuçlar
Sayfa 82
... sufficiently large values of n , the following asymptotics for the Legendre polynomials P is valid [ 35 ] : 2 ( 101 ) Pn ( cos v ) = COS πn sin v n + O ( n ̄3 / 2 ) , 0 < 1 < π . [ ( n + 1 ) d − ] + O ( n − 3 / 2 ) , 1 ) - ] Assume ...
... sufficiently large values of n , the following asymptotics for the Legendre polynomials P is valid [ 35 ] : 2 ( 101 ) Pn ( cos v ) = COS πn sin v n + O ( n ̄3 / 2 ) , 0 < 1 < π . [ ( n + 1 ) d − ] + O ( n − 3 / 2 ) , 1 ) - ] Assume ...
Sayfa 271
... sufficiently small 8 > 0 , C3,7 ( Z , m , 8 ) 2co for all sufficiently small > 0 . Thus , there is a Lipschitz map f : Z → P into an m - dimensional uniform polyhedron P with 87 ≤ mesh ( ƒ ) ≤ 7 and cap ( ƒ ) ≥ co . Every a ...
... sufficiently small 8 > 0 , C3,7 ( Z , m , 8 ) 2co for all sufficiently small > 0 . Thus , there is a Lipschitz map f : Z → P into an m - dimensional uniform polyhedron P with 87 ≤ mesh ( ƒ ) ≤ 7 and cap ( ƒ ) ≥ co . Every a ...
Sayfa 272
... sufficiently small s > 0 , Z has a cs - bounded covering with s - multiplicity at most m + 1 . Proof . We must prove that cdim Z cdim ' Z , where cdim ' Z is defined in accordance with the proposition , = = cdim ' Z + 1 = lim lim sup ...
... sufficiently small s > 0 , Z has a cs - bounded covering with s - multiplicity at most m + 1 . Proof . We must prove that cdim Z cdim ' Z , where cdim ' Z is defined in accordance with the proposition , = = cdim ' Z + 1 = lim lim sup ...
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 |
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