Matchings in graphs; Matrix multiplication; Weighted perfect matchings; Shortest paths; 机译:图中的匹配;矩阵乘法;加权完美匹配;最短路径; 入库时间 2022-08-18 18:53:22 相似文献 外文文献 中文文献 专利 1. Maximum weight bipartite matching in matrix multiplication time [J] . Piotr Sankowski Th...
Maximum-WeightedLow Rank DataIn this paper, we partially address a question raised by David Karger regarding the structure of maximum-weighted bipartite matchings when the affinity data is of low rank. The affinity data of a weighted bipartite graph G over the vertex sets U = V = {1,...,...
Maximum weight matching Maximum Weight Matching Scheduling Maximum Weighted Bipartite Matching Maximum Weighted Set Partitioning Problem Maximum Welch-Bound-Equality Maximum Winch-Launch Speed maximum wind axis Maximum Window Maximum Window Burp maximum working area ...
Let G m,σ be the collection of all weighted bipartite graphseach having σ and m, as the size of a vertex partition and the totalweight, respectively. We give a tight lower bound d m−σσe + 1 for the set{Wt(mwm(G)) | G ∈ G m,σ } which denotes the collection of ...
In a complete bipartite graph G=(U,V,E) with weighted edges, set U of vertices is partitioned into disjoint subsets called components. The aim is to find an inclusion-wise maximal matching that minimizes the maximum weight of a component (sum of the weights of those edges incident to a ...
2) max weighted bipartite matching 最大权二部图匹配3) minimum weighted bipartite perfect matching 最小权二部图完美匹配4) maximum matching of weighted bigraph 二分图最大权匹配5) maximum matching of bipartite graph 二部图的最大匹配
A maximum weighted matching for bipartite graphs $G=(A \\cup B,E)$ can be found by using the algorithm of Edmonds and Karp with a Fibonacci Heap and a modified Dijkstra in $O(nm + n^2 \\log{n})$ time where n is the number of nodes and m the number of edges. For the case...
The maximum weighted matching problem in bipartite graphs is one of the classic combinatorial optimization problems, and arises in many different applications. Ordered binary decision diagram (OBDD) or algebraic decision diagram (ADD) or variants thereof provides canonical forms to represent and ...
1) maximum matching of weighted bigraph 二分图最大权匹配2) bipartite graph maximum matching 二分图最大匹配3) max weighted bipartite matching 最大权二部图匹配4) maximum weight matching of bipartite graph 二部图最大权匹配5) maximum weight matching 最大权匹配 1. In this paper, according...
Weighted matchingGiven a bipartite graph G ( V , E ), V = A ∪ ̇ B where | V | = n , | E | = m and a partition of the edge set into r ≤ m disjoint subsets E = E 1 ∪ ̇ E 2 ∪ ̇ ⋯ ∪ ̇ E r, which are called ranks, the rank-maximal matching ...