Add to ORKGAlgorithms for solving linear systems are considered, which are based on the decomposition of restrictions. The transformation of the support set of elements and the elements of the working matrix for the new support in the algorithms for solving network optimization problems is executed
Graduation date: 1981A new method is developed for solving linear optimization\ud problems based on ...
We identify a novel class of distributed optimization problems, namely a networked version of abstra...
In the paper the sparse linear systems is considered. Sparse linear systems of this type appear in d...
Algorithms for solving linear systems are considered, which are based on the decomposition of restri...
The algorithms for solving linear systems with an embedded network structure in the problems of netw...
We consider algorithms for solving linear systems with embedded network structure. We investigate pr...
Optimization problems characterized by an embedded network structure in the constraint matrix are fr...
Primal support relaxation algorithm is considered for the network problem of the fractional programm...
We consider one extremal linear non-homogeneous problem of flow programming with additional constrai...
A systematic understanding of the decomposability structures in network utility maximization is key ...
Optimization problems characterized by an embedded network structure in the constraint matrix are fr...
Paper at the IMA Conf. Applications of Matrix Theory Bradford (GB) Jul 1988Available from British Li...
We consider m industrial parts where it is necessary to produce n different products (kinds of works...
SIGLEBibliothek Weltwirtschaft Kiel C 155337 / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Tech...
Decomposition is a technique to obtain complete solutions by assembling independently obtained parti...
Graduation date: 1981A new method is developed for solving linear optimization\ud problems based on ...
We identify a novel class of distributed optimization problems, namely a networked version of abstra...
In the paper the sparse linear systems is considered. Sparse linear systems of this type appear in d...
Algorithms for solving linear systems are considered, which are based on the decomposition of restri...
The algorithms for solving linear systems with an embedded network structure in the problems of netw...
We consider algorithms for solving linear systems with embedded network structure. We investigate pr...
Optimization problems characterized by an embedded network structure in the constraint matrix are fr...
Primal support relaxation algorithm is considered for the network problem of the fractional programm...
We consider one extremal linear non-homogeneous problem of flow programming with additional constrai...
A systematic understanding of the decomposability structures in network utility maximization is key ...
Optimization problems characterized by an embedded network structure in the constraint matrix are fr...
Paper at the IMA Conf. Applications of Matrix Theory Bradford (GB) Jul 1988Available from British Li...
We consider m industrial parts where it is necessary to produce n different products (kinds of works...
SIGLEBibliothek Weltwirtschaft Kiel C 155337 / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Tech...
Decomposition is a technique to obtain complete solutions by assembling independently obtained parti...
Graduation date: 1981A new method is developed for solving linear optimization\ud problems based on ...
We identify a novel class of distributed optimization problems, namely a networked version of abstra...
In the paper the sparse linear systems is considered. Sparse linear systems of this type appear in d...