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多线性分数次积分 multilinear fractional integral
In chapter 1,we will discuss the boundedness of the high orders of generalized fractional integral.
本文第一章讨论了广义分数次积分高阶交换子的有界性问题。
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特别的，我们得到了分数次积分算子的有界性。
As special cases, we obtain the boundedness of fractional operators.
众所周知，分数次积分算子是调和分析中以偏微分方程为背景的一种重要算子。
It is well-known that fractional integral operator is one of the important operators in harmonic analysis with background of partial differential equations.
作者得到了粗糙核分数次积分算子的两权弱型不等式，推广了Cruz-Uribe和Perez的结果。
The authors give the two-weight weak-type inequality for the rough fractional integral operator, which is an extension of result obtained by Cruz-Uribe and Perez.
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