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题目：Nonlinear Equations with Negative Exponents

报告人：孙义静教授 (中国科学院大学探花视频 )

地点：致远楼102室

时间：2017年5月11日 10:00-11:00

摘要: Singular elliptic equations have been the target of investigation for decades. A very nice result for existence of solutions of such an equation is due to Lazer-McKenna [Proc.AMS 111(1991)]. In that paper the Lazer-McKenna obstruction was first presented: the equation has a solution if and only if –p>-3. In this talk we reveal the role of -3: why -3 is so crucial for elliptic equations with negative exponents. Then I shall talk about some about $L_{p}$ Minkowski problem with negative exponents $p$.

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