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On Explicit Difference Schemes for Autonomous Systems of Differential Equations on ManifoldsThe problem of the existence of explicit and at the same time conservative finite difference

Efficiently implementable iterative methods for linear elliptic variational inequalities with constraints on the gradient of solution© 2015, Allerton Press, Inc. We construct and investigate a new iterative solution method for a

Fundamental mode exact schemes for unsteady problems problems for parabolic equations. For ordinary differential equations (ODEs), nonstandard finite difference

Difference Schemes for Differential Equations with a Polynomial Right-Hand Side, Defining Birational Correspondences †-hand side to a quadratic form, enabling the application of Kahan’s method. In this way, we get a difference

Solution of a parabolic optimal control problem using fictitious domain method method and finite difference approximation on a regular orthogonal mesh. A regularized mesh problem in a

Atoms in the structure of degrees of automata transformations and their monadic theoriesThe existence of atoms of automaton reducibility degrees structure with essential different

Iterative Method for Solving Parabolic Linear-Quadratic Optimal Control Problem with Constraints on the Time Derivative of the State function are imposed. We construct a mesh approximation of this problem using two different approximations

On the Selection of Weights for Difference Schemes to Approximate Systems of Differential EquationsWe consider the problem of determining the weights of difference schemes whose form is specified

AN INVESTIGATION ON FINITE DIFFERENCE METHOD FOR THE FIRST ORDER PARTIAL DIFFERENTIAL EQUATION WITH THE NONLOCAL BOUNDARY CONDITIONIn the present paper, the finite difference method for the initial value problem for the first

Efficient Iterative Method for Solving Optimal Control Problem Governed by Diffusion Equation with Time Fractional Derivative© 2019, PJeiades Publishing, Ltd. We solve finite-difference approximations of a linear

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