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Математичне та комп'ютерне моделювання. 2015 (12)
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Mathematical and computer modelling. Series: Physical and mathematical sciences
. Серія, Фізико-математичні науки
2015. Issue 12
Bak S. M.
Existence of supersonic periodic travelling waves in system of nonlinearly coupled nonlinear oscillators on 2d-lattice
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Baranov A. Yu.
Factorization algorithm for band nonsymmetric matrix factorization on the computers with graphic accelararors
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Heseleva K. H.
Collocational and collocation-iterative methods for solving integro-functional equations with small nonlinearity
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Hromyk A. P., Konet I. M., Pylypiuk T. M.
Integral image of solution to hyperbolic boundary value problem in an inhomogeneous cylindrical-circular space
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Hudyma U. V., Hnatiuk V. O.
The challenge in understanding the best balanced distance from a point to a set of uniform recovery of functional dependence, given inaccurate by a multi-valued mapping
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Gusejnzade G. A., Mansimov K. B.
The necessary optimality conditions for a class of discrete-continuous optimal control problem
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Doroshenko I. V.
The stability of system of functional differential equations with discrete Markov parameters and external disturbances
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Dohtieva I. O.
Construction of distribution functions with controlled intensity of refuses
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Emets O. A., Barbolina T. N.
About problems of optimization of rectangles' mutual arrangements under stochastic, interval or fuzzy uncertainty
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Zadiraka V. K., Shvidchenko I. V.
The impact of rounding error estimate quality of steganographic algorithm on its security
.
Ivanchuk M. A.
Classification of sets by the method of convex hulls linear separation
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Kalyniuk A. M., Lukashiv T. O., Yasynskyi V. K.
The criterion of absolute stability of the solutions for stochastic dynamic diffuse automatic control systems with external disturbances
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Pertsov A. S.
On reducing of the problem of minimax estimation of the linear functionals of Neuman boundary value problem solutions for the linear elasticity equations to the optimal control problem
.
Pukach P. Ya.
Analytical methods for analysis of mathematical model of flexural vibrations of elastic body along which continuous flow of homogeneous medium is moving
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Відомості про авторів
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