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Asymptotic properties of the solution of a finite
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A. N. Tikhonov accuracy Akad algorithm approximate solution arbitrary assume asymptotic Banach space Berry REFERENCES boundary conditions boundary value problem bounded C(QT calculated characteristic number coefficients conjugate conjugate system consider constant constructed continuous convergence coordinates corresponding defined denote density determined differential equations Dokl elements error estimate exists extremum finding finite follows formula function given gradient method Green's function Hence inequality initial approximation integral interval introduced irreducible kernel Lemma linear Lipschitz matrix measure of importance minimax minimizing minimum Monte Carlo method Moscow Nauk SSSR Newton's method norm obtained operator optimal control parabolic parameter particles procedure Proof proved quantity region respect rows satisfy the condition Section sequence solution of problem specified stationary point step stochastic stochastic matrix strategy Theorem TIKHONOV Tikhonov regularization trajectory variables vector vychisl zero