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arXiv 1801.10071math.CA
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螺旋线法

The Helicoidal Method

Cristina Benea, Camil Muscalu

摘要:

这是一篇关于螺旋线方法的临时论文,螺旋线方法是一种基于停时和局部化的工具,用于证明调和分析中算子的多重向量值不等式。事实证明,局部估计可用于证明标量算子及其多个向量值扩展的稀疏支配,因此也可用于加权估计。

英文摘要:

This is an expository paper on the helicoidal method, a tool designed for proving multiple vector-valued inequalities for operators in harmonic analysis, which is based on stopping times and localizations. As it turns out, the local estimate can be used for proving sparse domination for the scalar operator and its multiple vector-valued extensions, and hence also weighted estimates.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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