Complex Analysis and Spectral Theory - V. P. Havin

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Résumé :
Essays on non locally convex hardy classes.- The rate of polynomial approximation in the complex domain.- On a class of uniqueness theorems for convolutions.- Free interpolation in the space of uniformly convergent taylor series.- Unconditional bases of exponentials and of reproducing kernels.- What is needed for a O-absolutely summing operator to be nuclear?.- A model for noncontractions and stability of the continuous spectrum.- Division and multiplication by inner functions in spaces of analytic functions smooth up to the boundary.- Thin and thick families of rational fractions.

Sommaire:
Essays on non locally convex hardy classes.- The rate of polynomial approximation in the complex domain.- On a class of uniqueness theorems for convolutions.- Free interpolation in the space of uniformly convergent taylor series.- Unconditional bases of exponentials and of reproducing kernels.- What is needed for a O-absolutely summing operator to be nuclear?.- A model for noncontractions and stability of the continuous spectrum.- Division and multiplication by inner functions in spaces of analytic functions smooth up to the boundary.- Thin and thick families of rational fractions.