St. Petersburg Mathematical Journal, 11. cilt,1-542. sayfalarAmerican Mathematical Society, 2000 |
Kitabın içinden
78 sonuçtan 1-3 arası sonuçlar
Sayfa 110
... Remark 2. Let N and S be as in the theorem , let ɛ > 0 , and let S be as in Remark 1 . Also , we put N = { x : x / ɛ € N } . If u Є W ( N ) and ƒ = us ,, then E P [ f ] p.S . ≤ c ( n , S , p ) || Vu || L „ ( Ne ) ; PE p € [ 1 , oo ) ...
... Remark 2. Let N and S be as in the theorem , let ɛ > 0 , and let S be as in Remark 1 . Also , we put N = { x : x / ɛ € N } . If u Є W ( N ) and ƒ = us ,, then E P [ f ] p.S . ≤ c ( n , S , p ) || Vu || L „ ( Ne ) ; PE p € [ 1 , oo ) ...
Sayfa 113
... Remark 1. The family { B } constructed above has the following property . If two balls in this family have nonempty intersection , then the ratio of their diameters is bounded from above and from below by positive constants depending on ...
... Remark 1. The family { B } constructed above has the following property . If two balls in this family have nonempty intersection , then the ratio of their diameters is bounded from above and from below by positive constants depending on ...
Sayfa 439
... Remark 4.1a ) ) . Since j , j are fully faithful , it follows that ŋ and n ' are natural equivalences . Thus , a = nAi * ( h ) : i * X → A is an isomorphism . We prove that there exists an isomorphism B : j * XB such that the square ...
... Remark 4.1a ) ) . Since j , j are fully faithful , it follows that ŋ and n ' are natural equivalences . Thus , a = nAi * ( h ) : i * X → A is an isomorphism . We prove that there exists an isomorphism B : j * XB such that the square ...
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