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Multilinear Fourier integral operators on modulation spaces
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Abstract
In this article, we study properties of multilinear Fourier integral operators on weighted modulation spaces. In particular, using the theory of Gabor frames, we study boundedness of multilinear Fourier integral operators on products of weighted modulation spaces. Further, we investigate the periodic multilinear Fourier integral operator. Finally, we study continuity of bilinear pseudo-differential operators on modulation spaces for certain symbol classes, namely
????????
{\mathbf{SG}}
-class.
Title: Multilinear Fourier integral operators on modulation spaces
Description:
Abstract
In this article, we study properties of multilinear Fourier integral operators on weighted modulation spaces.
In particular, using the theory of Gabor frames, we study boundedness of multilinear Fourier integral operators on products of weighted modulation spaces.
Further, we investigate the periodic multilinear Fourier integral operator.
Finally, we study continuity of bilinear pseudo-differential operators on modulation spaces for certain symbol classes, namely
????????
{\mathbf{SG}}
-class.
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Multilinear fourier integral operators on modulation spaces
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This corrigendum corrects Proposition 5.2 in [A. Dasgupta, L. Mohan and S. S. Mondal,
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