【摘要】 考虑了退缩椭圆方程的反问题(1.1)～(1.4),在一定条件下证明了广义解的存在性和唯一性。更多还原

【Abstract】 in this paper we study the inverse problem of the form and prove the following theorem:Theorem 1 Suppose that the following conditions are satisfied:whereThen the problem (1.1)～(1.4) at least has one solution (p(x), v(x,y)) with p(x)∈C~0([0,1]), and v(x,y), v_y(x,y)∈C~0([0,1]×[0,1]), v_x~’(X,y)∈L~s([0,1]×(0,1]), Ifρ<1/2, then the problem(1.1)～(1.4) cannot have more than one solution.更多还原