Abstract—The capacitated minimum spanning tree (CMST) problem is one of the most fundamental and significant problems in the optimal design of communication networks. In this paper several methods are proposed to improve existing node-oriented branch and bound algorithm for the CMST problem. Techniques for acquiring tighter lower bound are emphasized, while regulations for faster traversing of the search tree are proposed on the basis of comprehensive observation of the search procedure. Computational experiences demonstrate that the proposed methods significantly improved the efficiency of the existing algorithms. Moreover, as an exact algorithm, the proposed one is the first algorithm that solved the 41 node te-class benchmark problem ins...
This work addresses the multi-level capacitated minimum spanning tree (MLCMST) problem. It consists...
The Generalized Minimum Spanning Tree (GMST) problem requires spanning exactly one node from every c...
AbstractWe formulate the minimum spanning tree problem with resource allocation (MSTRA) in two ways,...
In this paper a survey on existing algorithms for the capacitated minimum spanning tree problem (CMS...
We propose some techniques, based on minimum cost flow computations, for efficiently computing lower...
We propose algorithms to compute tight lower boundsand high quality upper bounds (UBs) for the multi...
We propose a GRASP using an hybrid heuristic-subproblem optimization approach for the Multi-Level Ca...
We propose efficient algorithms to compute tight lower bounds and high quality upper bounds for the ...
We propose algorithms to compute tight lower bounds and high quality upper bounds (UBs) for the mult...
Cover title. "November, 1998."Includes bibliographical references (p. 24-25).by Ravindra K. Ahuja, J...
4th International Conference on Computer Science and Engineering, UBMK 2019 -- 11 September 2019 thr...
This paper presents a robust branch-cut-and-price algorithm for the CapacitatedMinimumSpanning Tree ...
In this thesis we focus on the Capacitated Minimum Spanning Tree (CMST), an extension of the minimum...
The degree-constrained minimum spanning tree (DCMST) is relevant in the design of networks. It consi...
We formulate the minimum spanning tree problem with resource allocation (MSTRA) in two ways, as disc...
This work addresses the multi-level capacitated minimum spanning tree (MLCMST) problem. It consists...
The Generalized Minimum Spanning Tree (GMST) problem requires spanning exactly one node from every c...
AbstractWe formulate the minimum spanning tree problem with resource allocation (MSTRA) in two ways,...
In this paper a survey on existing algorithms for the capacitated minimum spanning tree problem (CMS...
We propose some techniques, based on minimum cost flow computations, for efficiently computing lower...
We propose algorithms to compute tight lower boundsand high quality upper bounds (UBs) for the multi...
We propose a GRASP using an hybrid heuristic-subproblem optimization approach for the Multi-Level Ca...
We propose efficient algorithms to compute tight lower bounds and high quality upper bounds for the ...
We propose algorithms to compute tight lower bounds and high quality upper bounds (UBs) for the mult...
Cover title. "November, 1998."Includes bibliographical references (p. 24-25).by Ravindra K. Ahuja, J...
4th International Conference on Computer Science and Engineering, UBMK 2019 -- 11 September 2019 thr...
This paper presents a robust branch-cut-and-price algorithm for the CapacitatedMinimumSpanning Tree ...
In this thesis we focus on the Capacitated Minimum Spanning Tree (CMST), an extension of the minimum...
The degree-constrained minimum spanning tree (DCMST) is relevant in the design of networks. It consi...
We formulate the minimum spanning tree problem with resource allocation (MSTRA) in two ways, as disc...
This work addresses the multi-level capacitated minimum spanning tree (MLCMST) problem. It consists...
The Generalized Minimum Spanning Tree (GMST) problem requires spanning exactly one node from every c...
AbstractWe formulate the minimum spanning tree problem with resource allocation (MSTRA) in two ways,...