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One approach to constructing cutting algorithms with dropping of cutting planes describe the features of the proposed method and prove its convergence. The constructed general method does
A Cutting method for finding discrete minimax with dropping of cutting planes of the proposed method and prove its convergence. © 2014 Pleiades Publishing, Ltd.
A cutting-plane method without inclusions of approximating sets for conditional minimization. Prove convergence of the method, discuss its features, represent assessments of the solution’s accuracy.
A minimization method with approximation of feasible set and epigraph of objective function constraints. We substantiate the convergence of the proposed method and discuss its numerical realization.
A description of seismic acoustic wave propagation in porous media via homogenization the physical parameters. The proofs are based on Nguetseng’s two-scale convergence method of homogenization
The Second Initial-Boundary Value Problem for a B-hyperbolic Equation to the initial conditions that guarantee the convergence of the constructed series in the class of regular
THE LANGUAGE IS NOT TO BE EXPOSED TO THE RANDOMNESS OF DESTINY convergent media. Particular attention is paid to modern word formation as a section of the science
THE TRANSFORMATION OF JOURNALISM IN THE NEW COMMUNICATIVE ENVIRONMENT of modernization and transformation are considered. Media transition to convergent and multimedia mode
High-order numerical method for two-dimensional riesz space fractional advection-dispersion equation of the method, the convergence of the proposed method is achieved. Several numerical examples are considered
КОНВЕРГЕНЦИЯ НАЦИОНАЛЬНЫХ СИСТЕМ УЧЕТА С МСФО В ЦИФРОВОЙ ЭКОНОМИКЕThis article examines the question of whether the convergence of national accounting systems
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