Construction of algebraic-analytic discrete approximations for linear and nonlinear hyperbolic equations in R². Part 1
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wersja wydawnicza
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pp. 25-36
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An algebraic-analytic method for constructing discrete approximations of linear hyperbolic equations based on a generalized d'Alembert formula of the Lytvyn and Riemann expressions for Cauchy data is proposed. The problem is reduced to some special case of the fixed point problem.