Boundedness of Fractional Integral Operators with Homogeneous Kernel in Weak Type Hardy Spaces
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摘要:
讨论具有齐性核的分数次积分算子，当核函数满足Dini条件时在弱H^1（IR^n）上的有界性问题。
Abstract:
The boundedness of fractional integral operators with homogeneous kernel in weak type Hardy spaces is discussed when the kernel of the operators satisfies Dini condition.
