St. Petersburg Mathematical Journal, 3. cilt,1-3. sayılarAmerican Mathematical Society, 1992 |
Kitabın içinden
84 sonuçtan 1-3 arası sonuçlar
Sayfa 180
... follows we consider the group EX X1 , which exists by virtue of Theorems 6.5.1 and 6.5.2 in [ 16 ] . We also note that from ( 22 ) and the structure of X1 it follows that ACɛ ( Ã ) Є A ( AE ) . It follows from ( 12 ) , [ E , C ] = 1 ...
... follows we consider the group EX X1 , which exists by virtue of Theorems 6.5.1 and 6.5.2 in [ 16 ] . We also note that from ( 22 ) and the structure of X1 it follows that ACɛ ( Ã ) Є A ( AE ) . It follows from ( 12 ) , [ E , C ] = 1 ...
Sayfa 181
... follows from C ( F * ( X ) ) ≤ F * ( X ) and ( 15 ) that K1 1. It follows from ( 29 ) and ( 27 ) that K1⁄2 ◅ X. But then K * = C ( K2 ) ◅ X. By the condition of the theorem , 0 , ( K " ) = 1 , and so K * satisfies the conditions of ...
... follows from C ( F * ( X ) ) ≤ F * ( X ) and ( 15 ) that K1 1. It follows from ( 29 ) and ( 27 ) that K1⁄2 ◅ X. But then K * = C ( K2 ) ◅ X. By the condition of the theorem , 0 , ( K " ) = 1 , and so K * satisfies the conditions of ...
Sayfa 469
... follow from assertion 2 of the lemma , and statement 3 follows from part 2 of the theorem . For the typical case B = CD , these results were proved in detail in [ 17 ] . The equality π ( ML∞ ) = MB follows from Naimark's theorem [ 30 ] ...
... follow from assertion 2 of the lemma , and statement 3 follows from part 2 of the theorem . For the typical case B = CD , these results were proved in detail in [ 17 ] . The equality π ( ML∞ ) = MB follows from Naimark's theorem [ 30 ] ...
İçindekiler
4 Global solutions of the Cauchy problem | 6 |
5 Stationary problems | 32 |
nected with the sineGordon equation | 45 |
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a₁ abelian arbitrary assume B₁ Banach Banach space Boltzmann equation boundary bounded c₁ compact complete components computations consider constructed contains Corollary corresponding D₁ defined denote diagram division algebra domain eigenvalue elements English transl equal estimate exists F₁ field finite group follows formula function G₁ H₁ Hence Hilbert space homomorphism imbedding inequality integral invariant irreducible representations isometry isomorphic K₁ kernel Krein space lattice Lemma Leningrad linear manifold mapping Math Mathematical Mathematics Subject Classification matrix Montesinos links morphism multiplication norm normal cone obtain orthogonal p-group P₁ polynomial problem proof of Theorem properties Proposition proved satisfies the condition semigroup sequence solutions spectrum subgroup subspace Suppose t₁ theory torus transformation truncated system U₁ unique v₁ vector Verma module zero