Schwarz Function for Vekua Complex Differential Equation
Schwarz Function for Vekua Complex Differential Equation
Summary: The Schwarz function is very efficient in the theory of complex interpolation and approximation in solving boundary value problems. In this article, application of the Schwarz function in the theory of Vekua complex differential equations is considered.
- Bulgarian Academy of Sciences Bulgaria
boundary value problems, апроксимация, теория на комплексната интерполация, complex approximation, Moment problems and interpolation problems in the complex plane, Approximation in the complex plane, theory of complex interpolation, Vekua complex differential equations, Schwarz function, Generalizations of Bers and Vekua type (pseudoanalytic, \(p\)-analytic, etc.), Boundary value problems in the complex plane, Vekua complex differential equation, complex interpolation, approximation, комплексно диференциално уравнение на Векуа
boundary value problems, апроксимация, теория на комплексната интерполация, complex approximation, Moment problems and interpolation problems in the complex plane, Approximation in the complex plane, theory of complex interpolation, Vekua complex differential equations, Schwarz function, Generalizations of Bers and Vekua type (pseudoanalytic, \(p\)-analytic, etc.), Boundary value problems in the complex plane, Vekua complex differential equation, complex interpolation, approximation, комплексно диференциално уравнение на Векуа
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