Chahrazed Harrat, Abderrahmane Senoussaoui ON A CLASS OF h-FOURIER INTEGRAL
OPERATORS 1. Introduction For ϕ PS pR q (the Schwa Page 1 DEMONSTRATIO …

In this paper, we define a particular class of Fourier Integral Operators (FIO for short). These
FIO turn out to be bounded on the spaces S (ℝ n) of rapidly decreasing functions (or …

$h$-Admissible Fourier integral operators Page 1 Turkish Journal of Mathematics Volume
40 Number 3 Article 6 1-1-2016 $h$-Admissible Fourier integral operators CHAFIKA AMEL …

In this paper, we introduce a class of generalized integral operators that includes Fourier
integral operators. We establish some conditions on these operators such that they do not …

We introduce the relevant background information that will be used throughout the paper.
Following that, we will go over some fundamental concepts from the theory of a particular …

On the unboundedness of a class of Fourier integral operators on L2(Rn) - ScienceDirect Skip
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In this paper we investigate the global L p boundedness of rough h-Fourier integral
operators defined by generalized rough Hörmander class amplitudes on Banach and quasi …

Onthe global $L^{p}$ boundedness of a general classof $h$-Fourier integral operators Page 1
Turkish Journal of Mathematics Volume 42 Number 4 Article 14 1-1-2018 Onthe global $L^{p} …

Full article: Lp-bounds for Fourier integral operators on the torus Skip to Main Content
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In this paper, we study the L 2-boundedness and L 2-compactness of a class of h-Fourier
integral operators (h-FIOs) with operator symbol. Mainly, we prove that this class is L 2 …