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Nuclearity for Fourier integral operators in $L^p$-spaces

Published 8 Sep 2018 in math.SP and math.FA | (1809.03876v1)

Abstract: In this note we study sharp sufficient conditions for the nuclearity of Fourier integral operators on $Lp$-spaces, $1< p\leq 2$. Our conditions and those presented in Cardona [2] provide a systematic investigation on the subject for all $1<p<\infty.$

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Authors (1)

  1. Duván Cardona 

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