The theory of constructing decomposition methods for solution of the large dimensionality optimization problems has been created as a result of generalizing finite optimization methods, analysis of the interaction between these methods and investigation of the efficiency of the finite methods. The theoretical generalization of the finite methods for solution of the optimization problems has been performed, the large scientific problem on the determination of the connection between these methods having the large importance for analysis and optimization of the complex systems has been solved.Available from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio
Separable problems of discrete optimization are considered in the paper aiming at the creation of th...
These are the proceedings of the 24th International Conference on Domain Decomposition Methods in Sc...
Abstract: Mathematical apparatus of the bent-straightened problems of constrained optimiza...
The paper is aimed at the new numerical method development of the problem solution of the discrete a...
The current Ph.D. Thesis has as its main focus and research area the field of Combinatorial Optimiza...
Mathematical programming special models of big dimensionality with discrete, continuous and mixed va...
The numerical methods of solving of the random optimization problems were investigated with the aim ...
Optimization plainly dominates the design, planning, operation, and c- trol of engineering systems. ...
Typically, the search for solutions in discrete optimization problems is associated with fundamental...
Many optimization problems in economics are of the multiobjective type and highdimensional. Pos-sibi...
W artykule przedstawiono matematyczne sformułowanie problemu optymalizacji. Następnie opisano metodę...
The work covers: the development of approaches to the efficient optimization problems solving on the...
The paper is concerned with multi-extremum optimization problems with one and many variables. The op...
The mathematical formulation of the decomposition problem is the aim of the paper as well as the inv...
This work presents lines of investigation and scientific achievements of the Ukrainian school of opt...
Separable problems of discrete optimization are considered in the paper aiming at the creation of th...
These are the proceedings of the 24th International Conference on Domain Decomposition Methods in Sc...
Abstract: Mathematical apparatus of the bent-straightened problems of constrained optimiza...
The paper is aimed at the new numerical method development of the problem solution of the discrete a...
The current Ph.D. Thesis has as its main focus and research area the field of Combinatorial Optimiza...
Mathematical programming special models of big dimensionality with discrete, continuous and mixed va...
The numerical methods of solving of the random optimization problems were investigated with the aim ...
Optimization plainly dominates the design, planning, operation, and c- trol of engineering systems. ...
Typically, the search for solutions in discrete optimization problems is associated with fundamental...
Many optimization problems in economics are of the multiobjective type and highdimensional. Pos-sibi...
W artykule przedstawiono matematyczne sformułowanie problemu optymalizacji. Następnie opisano metodę...
The work covers: the development of approaches to the efficient optimization problems solving on the...
The paper is concerned with multi-extremum optimization problems with one and many variables. The op...
The mathematical formulation of the decomposition problem is the aim of the paper as well as the inv...
This work presents lines of investigation and scientific achievements of the Ukrainian school of opt...
Separable problems of discrete optimization are considered in the paper aiming at the creation of th...
These are the proceedings of the 24th International Conference on Domain Decomposition Methods in Sc...
Abstract: Mathematical apparatus of the bent-straightened problems of constrained optimiza...