2006Journal of MathematicsRequires access

THE BOUNDEDNESS OF MULTILINEAR FRACTIONAL INTEGRAL OPERATORS ON WEAK TYPE HARDY SPACES

Lan Jia-cheng

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Abstract

In this paper,the author study the boundedness for a class of rough multilinear fractional intagral and the maximal operator.It is obtained that these operators are both bounded on weak type Hardy spaces.A simple way is obtained that is colsely linked with a class of fractoinal integral operator.

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In this paper,the author study the boundedness for a class of rough multilinear fractional intagral and the maximal operator.It is obtained that these operators are both bounded on weak type Hardy spaces.A simple way is obtained that is colsely linked with a class of fractoinal integral operator.

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Available abstract

In this paper,the author study the boundedness for a class of rough multilinear fractional intagral and the maximal operator.It is obtained that these operators are both bounded on weak type Hardy spaces.A simple way is obtained that is colsely linked with a class of fractoinal integral operator.

Key concepts: Mathematics, Multilinear map, Type (biology), Operator (biology), Hardy space, Maximal operator, Pure mathematics, Class (philosophy)

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