Rubin problems of higher order complex partial differential equations
By the properties of Cauchy type singular integral operators in the complex plain,on the basis of lower order Dirichlet boundary value problems,the Rubin problem for analytic functions on the unit disc is discussed.Then the Rubin problem about higher order complex partial differential equations is studied and the integral representation of the solution and the solvable condition are given.
holomorphic functionsboundary value problemspartial differential equations
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