报告人:韩 青(北京大学)
时 间:2019年3月11日 15:30--17:30
地 点:理科楼 LA106
摘 要: We study asymptotic behaviors of positive solutions to the Yamabe equation and the sigma-k Yamabe equation near isolated singular points and establish expansions up to arbitrary orders. Such results generalize an earlier pioneering work by Caffarelli, Gidas, and Spruck, and a work by Korevaar, Mazzeo, Pacard, and Schoen, on the Yamabe equation, and a work by Han, Li, and Teixeira on the sigma-k Yamabe equation. The proof is based on a study of the linearized operators at radial solutions, following an approach adopted by Korevaar et al.
报告人简介:韩青,北京大学教授。
公司联系人:黄小军 陈天聪
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