Problems of the piece-linear concave programming and problems about the poluhedron set embedding are considered in the paper aiming at the solution algorithm construction and investigation for problems of the piece-linear concave programming on the base of the properties of problems about the polyhedron set embedding. As a result new solution algoritmhs for problems of the piece-linear concave programming on the base of properties about the polyhedron set embedding have been constructed and investigated. Algorithms have been realized in the form of programs. Test experiments have been held. Results may find their field of application in solution numerical methods for problems of the piece-linear concave programmingAvailable from VNTIC / VNT...
The study deals with systems of linear equations, systems of linear inequalities, problems of interp...
Copyright © by the paper's authors.An algorithm is suggested for solving a convex programming proble...
Combinatorial optimization problems appear in many disciplines ranging from management and logistic...
The polyhedral approach is one of the most powerful techniques available for solving hard combinator...
The polyhedral approach is one of the most powerful techniques available for solving hard combinator...
Motivated by the successful application of mathematical programming techniques to difficult machine ...
Combinatorial optimization problems appear in many disciplines ranging from management and logistics...
© Published under licence by IOP Publishing Ltd.The article describes the algorithm for branch and b...
This thesis is focused on a specific type of optimization problems commonly referred to as convex MI...
Given a non empty polyhedral set, we consider the problem of finding a vector belonging to it and ha...
Combinatorial optimization problems arise in several areas ranging from management to mathematics an...
AbstractThis paper proposes an algebra approach for solving the linearly constrained continuous quas...
A class of problems of mathematical programming with limits in the form of inequalities, having uniq...
This chapter discusses polyhedral approaches in combinatorial optimization. Using a cutting-plane al...
A class of convexification and concavification methods are proposed for solving some classes of non-...
The study deals with systems of linear equations, systems of linear inequalities, problems of interp...
Copyright © by the paper's authors.An algorithm is suggested for solving a convex programming proble...
Combinatorial optimization problems appear in many disciplines ranging from management and logistic...
The polyhedral approach is one of the most powerful techniques available for solving hard combinator...
The polyhedral approach is one of the most powerful techniques available for solving hard combinator...
Motivated by the successful application of mathematical programming techniques to difficult machine ...
Combinatorial optimization problems appear in many disciplines ranging from management and logistics...
© Published under licence by IOP Publishing Ltd.The article describes the algorithm for branch and b...
This thesis is focused on a specific type of optimization problems commonly referred to as convex MI...
Given a non empty polyhedral set, we consider the problem of finding a vector belonging to it and ha...
Combinatorial optimization problems arise in several areas ranging from management to mathematics an...
AbstractThis paper proposes an algebra approach for solving the linearly constrained continuous quas...
A class of problems of mathematical programming with limits in the form of inequalities, having uniq...
This chapter discusses polyhedral approaches in combinatorial optimization. Using a cutting-plane al...
A class of convexification and concavification methods are proposed for solving some classes of non-...
The study deals with systems of linear equations, systems of linear inequalities, problems of interp...
Copyright © by the paper's authors.An algorithm is suggested for solving a convex programming proble...
Combinatorial optimization problems appear in many disciplines ranging from management and logistic...