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Titlebook: Current Problems in Applied Mathematics and Computer Science and Systems; Anatoly Alikhanov,Pavel Lyakhov,Irina Samoylenko Conference proc

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楼主: 母牛胆小鬼
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Difference Method for Solving the Dirichlet Problem for a Multidimensional Integro-Differential Equawith variable coefficients. Using the method of energy inequalities for solving the first initial-boundary value problem, a priori estimates are obtained in differential and difference interpretations. The obtained estimates imply the uniqueness and stability of the solution of the original differen
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The Problem of Restoring the Unit of Approximation in the Model for Studying Functional Dependence fal methods by interpreting approximate data in the problem of correctly restoring the studied functional dependencies. Such approach significantly extends the substantive basis of the apparatus for approximating functions in problems, where it is necessary to build a model of the functional dependen
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RNS Reverse Conversion Algorithm and Parity Detection for the Wide Arbitrary Moduli Setithmetic computations in the hardware accelerators targeting multiplications and additions only. However, a conversion from RNS to Binary Number System (BNS) is a well-known complex operation requiring larger hardware area and consuming more power than modular multipliers which significantly limits
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Determination of Relaxation and Flow Coefficients During Filtration of a Homogeneous Liquid in Fractmodel of relaxation filtration of a homogeneous fluid in fractured-porous media. To solve the problem, a regularizing identification method was used. It has been established that these coefficients, at various initial approximations with unperturbed initial data, are restored in almost ten to twenty
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On Calculating the Hyperbolic Parameter of a Two-Dimensional Lattice of Linear Comparison Solutionsass . of periodic functions, the norm of the linear error functional of approximate integration using quadrature formulas with parallelepipedal nets with optimal coefficients is expressed in terms of the hyperbolic zeta function of the corresponding lattice of linear comparison solutions. For the hy
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Numerical Solution of Anomalous Solute Transport in a Two-Zone Fractal Porous Mediumute transport in a two-zone porous medium consisting of macropores and micropores. The profiles of changes in the concentrations of suspended particles in the macropore and micropore were determined. The influence of the order of the derivative with respect to the space and time coordinates is estim
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