Search Results - "Myshetskaya, E. E."

Estimates of the hyperbolization effect on the heat equation by Myshetskaya, E. E., Tishkin, V. F.

“…The difference between the solutions of the heat equation and its hyperbolized version is estimated. The estimates are obtained in the L 2 norm for the…”
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On the Closeness of Solutions of Unperturbed and Hyperbolized Heat Equations with Discontinuous Initial Data by Moiseev, T. E., Myshetskaya, E. E., Tishkin, V. F.

“…The influence exerted by the second time derivative with a small parameter added to the heat equation in the case of discontinuous periodic initial data is…”
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Numerical simulation of forest fire propagation based on modified two-dimensional model by Kuleshov, A. A., Myshetskaya, E. E., Yakush, S. E.

“…A modified two-dimensional two-phase mathematical model of forest wildfires propagation is considered. The model is based on the averaging of three-dimensional…”
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Justification of Godunov’s scheme in the multidimensional case by Tishkin, V. F., Zhukov, V. T., Myshetskaya, E. E.

“…The classical Godunov scheme for the numerical solution of 3D gas dynamics equations is justified in the multidimensional case. An estimate is obtained for the…”
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Parallel computing in forest fires two-dimension modeling by Kuleshov, A.A., Chetverushkin, B.N., Myshetskaya, E.E.

“…A two-dimensional two-phase mathematical model of forest fires is considered. The model is derived by averaging the three-dimensional equations over the…”
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The average dimension of a multidimensional function for quasi-Monte Carlo estimates of an integral by Asotsky, D. I., Myshetskaya, E. E., Sobol’, I. M.

“…The effective dimension of a multidimensional function was previously introduced to measure the complexity of the function with respect to the evaluation of an…”
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Convergence estimates for crude approximations of a Pareto set by Sobol', I.M., Myshetskaya, E.E.

“…The crude global search that is used in parameter space investigation provides approximations to the set of efficient points. Estimates of approximation errors…”
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Mathematical simulation of forest fires using multiprocessor computers by Kuleshov, A. A., Myshetskaya, E. E.

“…The results of numerical simulation for the three-phase model for forest fires using a multi-processor computer are described. An analysis of the efficiency of…”
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