Abstract
On the basis of synthesis of the numerical methods of quasiconformal mappings and summary representations in combination with the domain decomposition by the Schwartz method, we develop a constructive approach to the numerical solution of nonlinear model problems of the theory of complex quasipotential for nonlinear layered curvilinear domains under the conditions of identification of the parameters (conductivity coefficient and the characteristic values of the potential on the equipotential lines of separation of layers).
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