Minimum Clique Partition Problem with Constrained Weight for Interval ...
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For a weighted interval graph G and a bound B, partition the weighted intervals of this graph G into the smallest number of cliques, where each clique, ...
But, when we study the clique partition problem with a bound B for weighted interval graphs, it becomes NP-hard to compute such a minimum number of cliques, ...
For a weighted interval graph G and a bound B, partition the weighted intervals of this graph G into the smallest number of cliques, where each clique, ...
Oct 29, 2019 · Myung [8] proposed an algorithm for the minimum clique partitioning problem with constrained bounds in weighted interval graphs. We extend ...
Nov 21, 2024 · For a weighted interval graph G and a bound B, partition the weighted intervals of this graph G into the smallest number of cliques, where each ...
Aug 12, 2018 · We want to decompose G in cliques whose size is an element of A and such that the sum of all edges of these cliques is maximal. (If this is not ...
In this paper, we have studied the minimum clique partition problem with constrained weight in interval graphs, and we have proved that this problem is NP ...
The MCPI is to find the minimum number of cliques such that the weight sum of nodes in the clique is no more than B. The MCPI can be viewed as a generalized ...
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For a weighted interval graph G and a bound B, partition the weighted intervals of this graph G into the smallest number of cliques, where each clique, ...
Jianbo Li, Mingxia Chen, Jianping Li, Weidong Li : Minimum Clique Partition Problem with Constrained Weight for Interval Graphs. COCOON 2006: 459-468.