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Математичне та комп'ютерне моделювання. 2016 (13)
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Mathematical and computer modelling. Series: Physical and mathematical sciences
. Серія, Фізико-математичні науки
2016. Issue 13
Problems, methods and algorithms for solving linear systems with ill-conditioned matrices
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A single-component macroeconomics of growth modeling with endogenous technological progress taking into account consumption and investment delay
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The conflict redistribution of a resource space: the estimation of rate convergence for measures of occupied territories
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Integral image interpretation hyperbolic boundary value problem in an inhomogeneous cylindrical-circular space with cylindrical cavity
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The problem in the best sense of the family of convex functions even recovery of functional dependence, given accurately by using ambiguous display opukloznachnoho
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Solving nonlinear unsteady heat conduction problems using Cad-systems
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Asymptotic Dissipativity of Lorenz model with Markov Switching for the City Development
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About one three step method with memory for solving system of nonlinear equations
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About a multipoint problem for differential equations of neutral type with options
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Research Method of Finding Line of Break line function of two variables
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Boundary values of smooth solutions of Kolmogorov degenerate parabolic equations (p, h)
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Magnetorheology of smart suspensions in blood
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Calculation of two-dimensional integral from trigonometric function using piece-wise spline-interlineation
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The linearization of the systems of nonlinear convection-diffusion equations
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Surface and sombinatorial cuttings in euclidean combinatorial optimization problems
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To the question of the nonlinear integral equations of modified collocation-iterative method appliance condition solution
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Threshold strategy for a retrial queue with limited number or retrials
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Some applications of mathematics of functional intervals
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Conditional symmetries and exact solutions of the reaction-diffusion system
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The existence almost certainly strong solution of nonlinear stochastic functional differential equations with random perturbations
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