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题 目:Further results on meromorphic solutions of generalized Fermat equations

报告人: Prof. Baoqin Li(Florida International University, USA)

摘 要:Abstract. Meromorphic solutions f,g of the equations f^p + g^q = 1 in C^2 with p,q ≥ 2 being integers are not necessarily constant. We show when they are in terms of the zero sets of f_{z_2} and g_{z_1} (ignoring multiplicities and allowing exceptional sets), which is connected to characterization of meromorphic solutions of certain  nonlinear partial differential equations.

地 点:西大楼108

时 间:2019年6月5日(星期三)16:00-17:00

邀请人:廖良文 老师