Regularity of Fourier integral operators on product spaces

2015/02/03 by Wang, Zipeng
#Classical Analysis and ODEs (math.CA) #FOS: Mathematics #Functional Analysis (math.FA)

paper · doi:10.48550/arxiv.1503.05398

Abstract

We study the regularity of Fourier integral operators, by allowing their symbols to satisfy certain multi-parameter characteristics. As a result, we give an extension of Seeger-Sogge-Stein theorem on product spaces.

Related

• Regularity of multi-parameter Fourier integral operator
• Regularity of Fourier integrals on product spaces
• L^p-boundedness of multi-parameter Fourier integral operators
• A Seeger-Sogge-Stein theorem for bilinear Fourier integral operators
• Boundedness of New Type Fourier Integral Operators with Product Structure