In this paper, we introduce a new problem related to bipartite graphs called minimum maximal k-partial-matching (MMKPM) which has been modelled by using a ...
A maximal matching with k edges is an edge dominating set with k edges. ... Minimum maximal matching (decision version) is the problem GT10 in Appendix A1.
Abstract In this paper, we introduce a new problem related to bipartite graphs called minimum maximal k-partial-matching (MMKPM) which has been modelled by.
Apr 12, 2024 · Let G be a graph, and k be some non-negative integer. The goal is to decide whether there exists a maximal matching in G on at most k edges.
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A maximal partial matching is computed, using only admissible cells. This requires scanning a square (n × n) matrix. Complexity: O(n2). Page 26 ...
Jul 10, 2010 · The problem becomes a max-matching. The goal is to find the configuration with minimum max-matching. Example: |A|=|B|=1 w(a_0, b_0, 0) = 5; w(a_0, b_0, 1)
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Aug 2, 2012 · The MMKPM problem can be viewed as a generalization of the classical Hitting Set and Set Cover problems. This property has been used to prove ...
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Finding a maximum 2-matching excluding prescribed cycles in ...
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For a positive integer k , a 2 -matching is called C ≤ k -free if it contains no cycles of length at most k . The larger k becomes, the closer a C ≤ k -free 2 - ...
Thus, if the size of a maximum matching is equal to the size of a minimum cover, then the size of a maximum sdr is equal to the minimum value of n−k+|⋃kj=1Aij|, ...
Jun 1, 2023 · A maximum matching is a matching of maximum size (maximum number of edges). In a maximum matching, if any edge is added to it, it is no longer a matching.