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2008•Journal of Gansu SciencesRequires access

Boundedness of Fourier Integral Operator in Special Herz Type Hardy Spaces

MA Bo-lin

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Abstract

A class of Fourier Integral Operator is discassed here.And their boundedness are obtained in special Herz type Hardy spaces by using the atom decompositions of spaces and the integral estimate of the kernel of Fourier Integral Operator.

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What this paper is about

A class of Fourier Integral Operator is discassed here.And their boundedness are obtained in special Herz type Hardy spaces by using the atom decompositions of spaces and the integral estimate of the kernel of Fourier Integral Operator.

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Available abstract

A class of Fourier Integral Operator is discassed here.And their boundedness are obtained in special Herz type Hardy spaces by using the atom decompositions of spaces and the integral estimate of the kernel of Fourier Integral Operator.

Key concepts: Mathematics, Hardy space, Type (biology), Kernel (algebra), Fourier integral operator, Operator (biology), Fourier transform, Mathematical analysis

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