Aug 22, 2007 · For a weighted interval graph G and a bound B , partition the weighted intervals of this graph G into the smallest number of cliques, such that ...
Our problem, named the Minimum Clique Partition Problem with Constrained bounds in Weighted Interval Graphs. (MCPBI), is stated in the following form: INSTANCE: ...
Our problem, named the Minimum Clique Partition Problem with Constrained bounds in Weighted Interval Graphs. (MCPBI), is stated in the following form: INSTANCE: ...
For a weighted interval graph G and a bound B, partition the weighted intervals of this graph G into the smallest number of cliques, such that each clique, ...
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 ...
May 10, 2008 · In this paper, we show that their factor 2 algorithm does not achieve the expected approximation ratio and the linear time algorithm cannot give ...
Oct 22, 2024 · Li, W. Li, and L. Wang, Some approximation algorithms for the clique partitioning problem in weighted interval graphs, Theoretical Computer ...
Some approximation algorithms for the clique partition problem in weighted interval graphs · Computer Science, Mathematics. Theor. Comput. Sci. · 2007.
Oct 26, 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.
Bibliographic details on Some approximation algorithms for the clique partition problem in weighted interval graphs.
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