2013•Journal of Southwest China Normal UniversityRequires access
On Inverse Riemann Boundary Value Problems of Function Vector
Wang Ming-hu
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Abstract
In this paper,the general mathematical formulation of inverse Riemann boundary value problems of holomorphic function vector has been given,and the solvability of the homogeneous and nonhomogeneous problem for the normal case has been discussed.On the basis of the theory of Riemann boundary value problems of holomorphic function vector,the solvable conditions and the representation of the solutions have been obtained.