St. Petersburg Mathematical Journal, 5. cilt,1-3. sayılarAmerican Mathematical Society, 1994 |
Kitabın içinden
44 sonuçtan 1-3 arası sonuçlar
Sayfa 153
... direct decompositions of 2 , ( 4.1 ) X = Xa + Xa , a = + , α and let T be the projections onto the subspaces Xa in these decompositions . Assuming Xnx = 0 , consider two subspaces ( 4.2 ) X = X + 0X_ , x + X = X + + X_ . X = X + X The ...
... direct decompositions of 2 , ( 4.1 ) X = Xa + Xa , a = + , α and let T be the projections onto the subspaces Xa in these decompositions . Assuming Xnx = 0 , consider two subspaces ( 4.2 ) X = X + 0X_ , x + X = X + + X_ . X = X + X The ...
Sayfa 175
... direct computations show that 1 τ 0 -1 000 1 00 b = τ 1 + 2T 1 + 2T -1 0 1 0 ( 1 + r ) 0 1 1 ( 1 + T ) 0 τ 0 r5 + 8t 2 ( 7 + 12T ) 3 ( 4 + 7T ) = = 2 ( 5+ 9t ) 9 + 14t and b ( u ) vs. Put cr30 r20 740 73. The isometry d1 = b - locob is ...
... direct computations show that 1 τ 0 -1 000 1 00 b = τ 1 + 2T 1 + 2T -1 0 1 0 ( 1 + r ) 0 1 1 ( 1 + T ) 0 τ 0 r5 + 8t 2 ( 7 + 12T ) 3 ( 4 + 7T ) = = 2 ( 5+ 9t ) 9 + 14t and b ( u ) vs. Put cr30 r20 740 73. The isometry d1 = b - locob is ...
Sayfa 510
... direct complement to V. We get a direct sum decomposition A = U + V , where the subspaces U , V satisfy U⚫U CV and U⚫V = V · V = { 0 } . In the sequel we shall often use the following proposition enabling us to construct compressions ...
... direct complement to V. We get a direct sum decomposition A = U + V , where the subspaces U , V satisfy U⚫U CV and U⚫V = V · V = { 0 } . In the sequel we shall often use the following proposition enabling us to construct compressions ...
İçindekiler
A N Andrianov Factorizations of integral representations of binary | 71 |
Bizhanova and V A Solonnikov Solvability of an initialboundary | 97 |
Birman and M Solomyak On the main singularities of the electric | 125 |
Telif Hakkı | |
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a₁ Aleksandrov arbitrary assume asymptotic automorphism b₁ Banach space bounded C₁ coefficients compact condition consider construct convex Corollary corresponding curve defined definition denote domain eigenvalues element English transl equation estimate exists extremal subset finite finite-dimensional Finsler metric formula Fuchsian group function f G₁ geodesic graph Hecke operators Hence homomorphism HP Rd identity implies inequality integral interpolation problem inverse isometry isomorphic Lemma Lie algebra linear LP Rd Math Mathematical Mathematics Subject Classification matrix neighborhood nonzero norm obtain polynomial positive number proof of Theorem properties Proposition prove R-tree Ramanujan graphs Rd+1 relation representation Riemann surface satisfying Selberg Selberg trace formula smooth solution space spectral subgroup subspace symmetry Theorem theory theta-series u₁ v₁ vector fields zeta-function