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EXISTENCE AND NONUNIQUENESS FOR THE HEAT FLOW OF INHOMOGENEOUS HARMONIC MAP EQUATION
引用本文:周春琴. EXISTENCE AND NONUNIQUENESS FOR THE HEAT FLOW OF INHOMOGENEOUS HARMONIC MAP EQUATION[J]. 上海交通大学学报(英文版), 1997, 0(1)
作者姓名:周春琴
作者单位:Dept.of Mathematics,Shanghai Jiaotong Univ.
摘    要:EXISTENCEANDNONUNIQUENESSFORTHEHEATFLOWOFINHOMOGENEOUSHARMONICMAPEQUATIONZhouChunqin(周春琴)(Dept.ofMathematics,ShanghaiJiaotong...


EXISTENCE AND NONUNIQUENESS FOR THE HEAT FLOW OF INHOMOGENEOUS HARMONIC MAP EQUATION
Zhou Chunqin. EXISTENCE AND NONUNIQUENESS FOR THE HEAT FLOW OF INHOMOGENEOUS HARMONIC MAP EQUATION[J]. Journal of Shanghai Jiaotong university, 1997, 0(1)
Authors:Zhou Chunqin
Abstract:A weak solution to the heat flow problems is constructed.Nonuniqueness results of such solutions are also shown when the first data is a weak solution to the Euler Lagrange equation but not a weakly stationary solution to it.
Keywords:inhomogeneous harmonic map equation  heat flow of inhomogeneous harmonic map equation  weakly stationary solution
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