ON THE CONVOLUTION OPERATOR ON A FINITE INTERVAL

© 1977 American Mathematical Society
, , Citation Ju I Ljubarskiĭ 1977 Math. USSR Izv. 11 583 DOI 10.1070/IM1977v011n03ABEH001737

0025-5726/11/3/583

Abstract

In this paper a convolution operator whose kernel is the Fourier transform of a rational function is studied on a finite interval. Criteria are found for completeness and basicity of the root system of such an operator. Bibliography: 9 titles.

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