A parabolic version of Corona decompositions
A parabolic version of Corona decompositions
复制标题
Corona 分解的抛物线版本
DOI：
10.1215/ijm/1266934791
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发表时间：
2009
影响因子：
0.6
通讯作者：
J. Rivera
中科院分区：
文献类型：
--
作者：
J. Rivera
.设E是（n + 1）维欧氏空间中具有抛物齐性、余维为1的子集，并有一个适当的曲面测度σ与之相关联，我们定义了E的抛物型Corona分解，并建立了E的抛物型Corona分解存在的充分条件的两个结果.这两个结果都是G.大卫和S.塞姆斯
. Let E be a subset in ( n + 1)-dimensional Euclid-ian space with parabolic homogeneity, codimension 1, and with an appropriate surface measure σ associated to it. We define a parabolic version of Corona decomposition of E and establish two results on sufficient conditions for the existence of parabolic Corona decomposition for E . Both results are parabolic versions of well-known results due to G. David and S. Semmes.