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Method of penalization for the state equation for an elliptical optimal control problem© 2015, Allerton Press, Inc. We solve by finite difference method an optimal control problem of a
Algebraic construction and numerical behavior of a new s-consistent difference scheme for the 2D Navier–Stokes equations modulo difference ideal generated by the Navier–Stokes equations, and thereby comprises a new finite
Application of a second order accurate finite-difference method to problems of diffraction of elastic waves by gradient layers conclusion is drawn that the obtained finite-difference scheme is second-order accurate, when distributions
Alternating direction implicit finite element method for multi-dimensional black-scholes models mixed derivatives. It is approximated by using a finite element method in spatial variables
Identification of nonlinear coefficient in a transport equation observation. The problem is stated as an optimal control problem and solved numerically. Implicit finite
Finite Difference Models of Dynamical Systems with Quadratic Right-Hand SideDifference schemes that approximate dynamic systems are considered discrete models of the same
Lagrangian Mixed Finite Element Methods for Nonlinear Thin Shell Problems© 2019 Walter de Gruyter GmbH, Berlin/Boston 2019. A class of Lagrangian mixed finite element
On the convergence of an approximate method for solving the problem filtration consolidation with a limiting gradient, this process is called filtration consolidation. A finite element in spatial variable and time
Atoms in the structure of degrees of automata transformations and their monadic theoriesThe existence of atoms of automaton reducibility degrees structure with essential different
CHOOSING OF OPTIMAL START APPROXIMATION FOR LAPLACE EQUATION NUMERICALLY SOLVING this equation is widely knowns it finite difference method. One of the major stages in the algorithm
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