
Pseudodifferential operators on modulation spaces are considered. The author gives a fundamental connection between certain classes of pseudodifferential operators and Hille-Tamarkin operators. As an application, compactness and summability of the eigenvalues of pseudodifferential operators acting on the modulation spaces is studied.
Applied Mathematics, Hille-Tamarkin operators, Pseudodifferential operators as generalizations of partial differential operators, pseudodifferential operators on modulation spaces, compactness, Pseudodifferential operators, Analysis, summability of the eigenvalues
Applied Mathematics, Hille-Tamarkin operators, Pseudodifferential operators as generalizations of partial differential operators, pseudodifferential operators on modulation spaces, compactness, Pseudodifferential operators, Analysis, summability of the eigenvalues
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