报告题目：Conformal scalar curvature equation on Sn: Functions with twin pseudo-peaks

报告简介：Conformal scalar curvature equation on Sn: Functions with twin pseudo-peaks In this talk we present existence result for the conformal scalar curvature equation on Sn with n≥3. Our result is based on the Lyapunov-Schmidt reduction method without perturbation and the construction of the prescribed function (after being projected to Rn) with twin pseudo-peaks in the sense that the two close critical points have the same positive value, equal flatness, and exhibit maximal behavior in certain directions. The process relies on a balance between the two main contributions to the reduced functional, one from the critical points and the other from the interaction of the two bubbles. This is a joint work with Professor Man Chun LEUNG.

报告人：周峰，山东师范大学

报告时间：2021年3月20日（星期六）下午15:40

腾讯会议ID：567 765 321

会议密码：123456

主办单位：扬州大学数学科学学院

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