Toeplitz Operators Defined by Sesquilinear Forms: Bergman Space Case


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The definition of Toeplitz operators in the Bergman space of square integrable analytic functions in the unit disk in the complex plane is extended in such a way that it covers many cases where the traditional definition does not work. This includes, in particular, highly singular symbols such as measures, distributions, and certain hyperfunctions. Bibliography: 22 titles.

Sobre autores

G. Rozenblum

Chalmers University of Technology, University of Gothenburg

Autor responsável pela correspondência
Email: grigori@chalmers.se
Suécia, Gothenburg, S-412 96

N. Vasilevski

Deptartment of Mathematics, Cinvestav

Email: grigori@chalmers.se
México, 14-740, Mexico-city, 07000

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