The properties of the combinatorial optimization problems by the geometric methods have been studied. The theorem about canonic type of the functional with small variety of the values has been proved, the new polynomial-integrable subclass of the travelling salesman problem has been constructed, the problem about achievement of the average functional value on any local minimum and about presence of the interval between average value and maximal one of the local minima have been investigatedAvailable from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio
Geometric algorithms and combinatorial optimization / Martin Grötschel ; László Lovász ; Alexander S...
Organizers: Society of Graph Theory and Combinatorics, ORSC ; Center of Graph Theory, Combinatorics ...
The Traveling Salesman Problem or TSP is probably the best known combinatorial optimisation problem....
Combinatorial optimization problems appear in many disciplines ranging from management and logistics...
Combinatorial optimization problems arise in several areas ranging from management to mathematics an...
The high computational complexity of the combinatorial optimization methods, the difference of the c...
Combinatorial optimization problems appear in many disciplines ranging from management and logistic...
The work covers: the development of approaches to the efficient optimization problems solving on the...
The polyhedral approach is one of the most powerful techniques available for solving hard combinator...
Many combinatorial optimization problems can be conceived of as optimizing a linear function over a ...
Combinatorial optimization searches for an optimum object in a finite collection of objects. Typical...
This chapter discusses polyhedral approaches in combinatorial optimization. Using a cutting-plane al...
Polyhedral combinatorics. - In: Combinatorial optimization : annot. bibliogr. / ed. by M. O´hEigeart...
The polyhedral approach is one of the most powerful techniques available for solving hard combinator...
Combinatorial optimization is a multidisciplinary scientific area, lying in the interface of three m...
Geometric algorithms and combinatorial optimization / Martin Grötschel ; László Lovász ; Alexander S...
Organizers: Society of Graph Theory and Combinatorics, ORSC ; Center of Graph Theory, Combinatorics ...
The Traveling Salesman Problem or TSP is probably the best known combinatorial optimisation problem....
Combinatorial optimization problems appear in many disciplines ranging from management and logistics...
Combinatorial optimization problems arise in several areas ranging from management to mathematics an...
The high computational complexity of the combinatorial optimization methods, the difference of the c...
Combinatorial optimization problems appear in many disciplines ranging from management and logistic...
The work covers: the development of approaches to the efficient optimization problems solving on the...
The polyhedral approach is one of the most powerful techniques available for solving hard combinator...
Many combinatorial optimization problems can be conceived of as optimizing a linear function over a ...
Combinatorial optimization searches for an optimum object in a finite collection of objects. Typical...
This chapter discusses polyhedral approaches in combinatorial optimization. Using a cutting-plane al...
Polyhedral combinatorics. - In: Combinatorial optimization : annot. bibliogr. / ed. by M. O´hEigeart...
The polyhedral approach is one of the most powerful techniques available for solving hard combinator...
Combinatorial optimization is a multidisciplinary scientific area, lying in the interface of three m...
Geometric algorithms and combinatorial optimization / Martin Grötschel ; László Lovász ; Alexander S...
Organizers: Society of Graph Theory and Combinatorics, ORSC ; Center of Graph Theory, Combinatorics ...
The Traveling Salesman Problem or TSP is probably the best known combinatorial optimisation problem....