St. Petersburg Mathematical Journal, 14. cilt,1-534. sayfalarAmerican Mathematical Society, 2003 |
Kitabın içinden
88 sonuçtan 1-3 arası sonuçlar
Sayfa 49
... Proof . For the proof of the first assertion , we refer to [ 1 , Chapter 7 , §1 and Chapter 10 , Proposition 1.4 ] . By [ 1 , Chapter 7 , Proposition 6.6 and Chapter 10 , Proposition 1.4 ] , we have S Ro。NL ; finally , ( 5.2 ) follows ...
... Proof . For the proof of the first assertion , we refer to [ 1 , Chapter 7 , §1 and Chapter 10 , Proposition 1.4 ] . By [ 1 , Chapter 7 , Proposition 6.6 and Chapter 10 , Proposition 1.4 ] , we have S Ro。NL ; finally , ( 5.2 ) follows ...
Sayfa 468
... PROOF OF THEOREM 1.1 2.1 . The idea of the proof is in approximating M locally by Aleksandrov spaces M ( s ) of curvature at least к ( 8 ) with к ( 8 ) → K. Obviously , it suffices to perform such approxima- tion in a small ...
... PROOF OF THEOREM 1.1 2.1 . The idea of the proof is in approximating M locally by Aleksandrov spaces M ( s ) of curvature at least к ( 8 ) with к ( 8 ) → K. Obviously , it suffices to perform such approxima- tion in a small ...
Sayfa 526
... Proof . Let 2 = Uo < s≤n - 1t3W ( k − 1 ) . The set Q = D ( p , v ) | Int 2 splits into a disjoint union : Qi l Q = || Q ; with Q ; = Q ~ F− 1 ' ( [ l — i − 1 , 1 — i ] ) . Qi i - - The fundamental class of Qo modulo W ( k - 1 ) ...
... Proof . Let 2 = Uo < s≤n - 1t3W ( k − 1 ) . The set Q = D ( p , v ) | Int 2 splits into a disjoint union : Qi l Q = || Q ; with Q ; = Q ~ F− 1 ' ( [ l — i − 1 , 1 — i ] ) . Qi i - - The fundamental class of Qo modulo W ( k - 1 ) ...
İçindekiler
Китаев А В Специальные функции изомонодромного типа ра | 121 |
Набоко С Н Янас Я Критерии полуограниченности в одном | 158 |
Пажитнов А В О замкнутых орбитах градиентных потоков ото | 186 |
Telif Hakkı | |
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A₁ absolutely continuous algebraic algebraic torus American Mathematical Society analytic functions assume Bergman spaces BMO-regular boundary Cayley ring cellular ring chain complex chain homotopy coefficients computation construction converges convex Corollary corresponding cyclic group defined definition deformation denote domain element English transl equation equivalence estimate exists finite formal groups formula homotopy implies inequality integral intersection number inverse isomorphism lattice Lemma linear Math matrix metric Moreover Morse function nontrivial normal notation obtain orientation orthogonal Painlevé equation paper parameters polynomial problem proof of Theorem properties Proposition prove relation respectively S-ring scheme selfadjoint sequence shade number singular smooth solutions space statement subalgebra Subsection subspace Suppose t₁ theory Toeplitz operators torus transformation vector field zero