Limit Behavior Of Solutions To A Class Of Identification Problem For Single Physical Parameter

Parameter identification problem is a class of inverse problem of equivalued surface problem.Recently, Tan Yong-ji has solved the single physical parameter identification problem, Li Ta-tsien and Tan Yong-ji have solved the single geometrical parameter identification problem, and Cai Zhi-jie has got some achievement in multi-physical parameter identification problem.There're still a lot of work left in multi parameter identification field.This paper deals with certain kind of single physical parameter identification problem for elliptic equation equivalued surface boundary value problem.The limit behavior of the identification problem is studied.In chapter 1 the background and history for the studied problem are given.In chapter 2 we give the limit behavior of solutions to the studied problem.In chapter 3 we prove the limit behavior of solutions to the studied problem.