报告主题：分数阶各向异性周长和Sobolev容量

报告人：叶德平 教授 （Memorial University of Newfoundland，，Canada）

报告时间：2018年 5月24日（周四）14:00

报告所在：校本部F307

约请人：冷岗松、席东盟

主理部分：理学院数学系

报告摘要：The fractional isoperimetric and isocapacitary inequalities, which compare the fractional anisotropic perimeter and Sobolev capacity with volume(s), are discussed. To fulfill the goals, I will explain the motivations, definitions and properties of the fractional anisotropic perimeter and Sobolev capacity. Moreover, I will discuss the applications to the embedding theory of functions. At last, the (log) Minkowski and reverse (log) Minkowski type inequalities are also discussed.

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