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2011•Journal of Huaiyin Teachers CollegeRequires access

Boundedness of Multilinear Integral Operators with Generalized θ type Calderon-Zygmund Kernel

Hua Li

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Abstract

In this paper,we study a kind of multilinear oscillatory singular integral operators with generalizedθ type Calderon-Zygmund kernel and the boundedness for this kind of operators is proved by using function decomposition method.

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What this paper is about

In this paper,we study a kind of multilinear oscillatory singular integral operators with generalizedθ type Calderon-Zygmund kernel and the boundedness for this kind of operators is proved by using function decomposition method.

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Available abstract

In this paper,we study a kind of multilinear oscillatory singular integral operators with generalizedθ type Calderon-Zygmund kernel and the boundedness for this kind of operators is proved by using function decomposition method.

Key concepts: Multilinear map, Mathematics, Singular integral operators, Kernel (algebra), Type (biology), Pure mathematics, Decomposition, Singular integral

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