St. Petersburg Mathematical Journal, 12. cilt,507-1059. sayfalarAmerican Mathematical Society, 2001 |
Kitabın içinden
52 sonuçtan 1-3 arası sonuçlar
Sayfa 878
... weight on the real line R ( for the definition of the Muckenhoupt conditions Ap see , e.g. , [ 6 , 54 ] ) , and let w be an outer function in the domain Im z < 0 such that | w_ ( x − i0 ) | 2 a .. w2 ( x ) , x Є R. We have the ...
... weight on the real line R ( for the definition of the Muckenhoupt conditions Ap see , e.g. , [ 6 , 54 ] ) , and let w be an outer function in the domain Im z < 0 such that | w_ ( x − i0 ) | 2 a .. w2 ( x ) , x Є R. We have the ...
Sayfa 885
... weights on the real line . If w2 is an arbitrary A2 - weight on R , then [ w ± 2 ( x ) ( 1 + x2 ) ̄'dx < ∞∞ . - a.e. Consequently , there is an outer function w in C such that its nontangential boundary values w ( x - 10 ) exist ...
... weights on the real line . If w2 is an arbitrary A2 - weight on R , then [ w ± 2 ( x ) ( 1 + x2 ) ̄'dx < ∞∞ . - a.e. Consequently , there is an outer function w in C such that its nontangential boundary values w ( x - 10 ) exist ...
Sayfa 913
... weight w - 2 ) . Proof of Theorem 4.1 . Lemma 4.2 and Proposition 4.2 imply that the weight w2 satisfies condition ( A2 ) on R. Furthermore , together with U ( t ) the semigroup exp { i ( −A * ) t } , t≥ 0 , is also of class Co. The ...
... weight w - 2 ) . Proof of Theorem 4.1 . Lemma 4.2 and Proposition 4.2 imply that the weight w2 satisfies condition ( A2 ) on R. Furthermore , together with U ( t ) the semigroup exp { i ( −A * ) t } , t≥ 0 , is also of class Co. The ...
İçindekiler
DISCRETE SPECTRUM OF A TWODIMENSIONAL | 566 |
SH BIRMAN A LAPTEV AND T A SUSLINA | 711 |
0 Introduction | 746 |
Telif Hakkı | |
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arbitrary assume asymptotic axes axis B-representable bordism boundary central simple algebra cohomology coincides compact consider construction corresponding defined definition denote disks eigenvalues English transl entire function equation equivalent estimate exists exponential type F-algebra fiber finite formula graph Hence Hilbert Hilbert space homomorphism homotopy Hopf algebras hypersurface implies inequality integral invariant isomorphism isotropic kernel Lemma M₁ M₂ manifold Math Mathematical matrix Muckenhoupt n-variation neighborhood obtain orthogonal polynomial Pontryagin classes problem proof of Theorem Proposition proved quadratic form quasiexponential R+in regular regular neighborhood relation representation satisfies condition Schrödinger operator selfadjoint semigroup sequence similar skew cylinder skew field smooth space spectral spectrum Spin Sq¹ Sq² statement Subsection subspace theory topological trivial tSpin variation vector vector-valued functions weight Y-modification zero