Almost diagonalization of $\Psi$DO's over various generalized function spaces
Functional Analysis
2024-02-29 v1
Abstract
Inductive and projective type sequence spaces of sub- and super-exponential growth, and the corresponding inductive and projective limits of modulation spaces are considered as a framework for almost diagonalization of pseudo-differential operators. Moreover, recent results of the first author and B. Prangoski related to the almost diagonalization of pseudo-differential operators in the context of H\"ormander metrics are reviewed.
Cite
@article{arxiv.2402.18341,
title = {Almost diagonalization of $\Psi$DO's over various generalized function spaces},
author = {Stevan Pilipović and Nenad Teofanov and Filip Tomić},
journal= {arXiv preprint arXiv:2402.18341},
year = {2024}
}