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The infinite-dimensional linear programming problems and their approximation. The possibility of approximating of these problems by finite-dimensional problems is discussed. © 2012 Nova
The infinite-dimensional linear programming problems and their approximation. The possibility of approximating of these problems by finite-dimensional problems is discussed. © 2012 Nova
Solution of boundary problems of structural mechanics with the combined application use of Discrete-Continual Finite Element Method and Finite Element Method of three-dimensional elasticity theory based on combined application of finite element method (FEM
About Solution of Multipoint Boundary Problems of Three-Dimensional Structural Analysis with the Use of Combined Application of Finite Element Method and Discrete-Continual Finite Element Method. Part 1: Formulation and Basic Principles of Approximation of domain approximation, rule of numbering of subdomains, rule of numbering of finite elements, rule
A finite-dimensional approximation method in optimal control theoryA finite-dimensional approximation method in optimal control theory
ABOUT SOLUTION OF MULTIPOINT BOUNDARY PROBLEMS OF TWO-DIMENSIONAL STRUCTURAL ANALYSIS WITH THE USE OF COMBINED APPLICATION OF FINITE ELEMENT METHOD AND DISCRETE-CONTINUAL FINITE ELEMENT METHOD PART 1: FORMULATION AND BASIC PRINCIPLES OF APPROXIMATION, basic principles of domain approximation, rule of numbering of subdomains, rule of numbering of finite
Approximation of Variational Eigenvalue Problems problem in a finite-dimensional subspace. We analyze the convergence and accuracy of the approximate
Solving the problem of Bingham fluid flow in cylindrical pipeline by finite-difference scheme on a grid in polar coordinates. To solve the finite-dimensional problem we
On the solving of equilibrium problem for the soft network shell with a load concentrated at the point-empty, convex, and closed. The finite dimensional approximations of the problem are constructed
Approximation of sign-indefinite spectral problems is approximated by a problem in a finite-dimensional subspace. We analyze the convergence and accuracy
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