Proceedings of the Pelzczynski Conference Held at Kent State University, July 12-16, 1976. Herausgegeben:Baker, J.; Cleaver, C.; Diestel, J.;Mitarbeit:Bennett, G.; Chang, S. Y.; Marshall, D. E.; Cima, J. A.; Davis, W.; Davis, W. J.; Johnson, W. B.; Garnett, J. B.; Johnson, J.
Proceedings of the Pelzczynski Conference Held at Kent State University, July 12-16, 1976. Herausgegeben:Baker, J.; Cleaver, C.; Diestel, J.;Mitarbeit:Bennett, G.; Chang, S. Y.; Marshall, D. E.; Cima, J. A.; Davis, W.; Davis, W. J.; Johnson, W. B.; Garnett, J. B.; Johnson, J.
An extension of the Riesz-Thorin theorem.- Some algebras of bounded analytic functions containing the disk algebra.- A theorem on composition operators.- The distance of symmetric spaces from ? p (n) .- Weakly convergent sequences of Banach space valued random variables.- Two remarks on interpolation by bounded analytic functions.- Norm attaining operators on C(S) spaces.- Local unconditional structure in Banach spaces.- Duals of tensor products.- Closed ideals in rings of analytic functions satisfying a Lipschitz condition.- A separable reflexive Banach space having no finite dimensional…mehr
An extension of the Riesz-Thorin theorem.- Some algebras of bounded analytic functions containing the disk algebra.- A theorem on composition operators.- The distance of symmetric spaces from ? p (n) .- Weakly convergent sequences of Banach space valued random variables.- Two remarks on interpolation by bounded analytic functions.- Norm attaining operators on C(S) spaces.- Local unconditional structure in Banach spaces.- Duals of tensor products.- Closed ideals in rings of analytic functions satisfying a Lipschitz condition.- A separable reflexive Banach space having no finite dimensional ?ebyev subspaces.- A nonlocally convex F-space with the Hahn-Banach approximation property.- The Banach-Mazur distance between function algebras on degenerating Riemann surfaces.- Operator theory in harmonic analysis.- Cluster sets and corona theorems.- Remarks on F-spaces of analytic functions.- Extremely smooth Banach spaces.- A proof of the martingale convergence theorem in Banach spaces.
An extension of the Riesz-Thorin theorem.- Some algebras of bounded analytic functions containing the disk algebra.- A theorem on composition operators.- The distance of symmetric spaces from ? p (n) .- Weakly convergent sequences of Banach space valued random variables.- Two remarks on interpolation by bounded analytic functions.- Norm attaining operators on C(S) spaces.- Local unconditional structure in Banach spaces.- Duals of tensor products.- Closed ideals in rings of analytic functions satisfying a Lipschitz condition.- A separable reflexive Banach space having no finite dimensional ?ebysev subspaces.- A nonlocally convex F-space with the Hahn-Banach approximation property.- The Banach-Mazur distance between function algebras on degenerating Riemann surfaces.- Operator theory in harmonic analysis.- Cluster sets and corona theorems.- Remarks on F-spaces of analytic functions.- Extremely smooth Banach spaces.- A proof of the martingale convergence theorem in Banach spaces.
An extension of the Riesz-Thorin theorem.- Some algebras of bounded analytic functions containing the disk algebra.- A theorem on composition operators.- The distance of symmetric spaces from ? p (n) .- Weakly convergent sequences of Banach space valued random variables.- Two remarks on interpolation by bounded analytic functions.- Norm attaining operators on C(S) spaces.- Local unconditional structure in Banach spaces.- Duals of tensor products.- Closed ideals in rings of analytic functions satisfying a Lipschitz condition.- A separable reflexive Banach space having no finite dimensional ?ebysev subspaces.- A nonlocally convex F-space with the Hahn-Banach approximation property.- The Banach-Mazur distance between function algebras on degenerating Riemann surfaces.- Operator theory in harmonic analysis.- Cluster sets and corona theorems.- Remarks on F-spaces of analytic functions.- Extremely smooth Banach spaces.- A proof of the martingale convergence theorem in Banach spaces.
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