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bipartite
bipartite, a. (baɪˈpɑːtaɪt) Also 6 bipertite, bypartite. [ad. L. bipartītus, pa. pple. of bipartīre; see bipartient.] 1. a. Divided into or consisting of two parts.1574 Newton Health Mag. Pref. 1 Such indications [are] bipartite and devided into two partes, that is to witte Conservation, and Preserv...
Oxford English Dictionary
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Bipartite
Bipartite may refer to:
2 (number)
Bipartite (theology), a philosophical term describing the human duality of body and soul
Bipartite graph, in mathematics Bipartite treaty, a treaty between two parties
See also
Dichotomy
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bipartite
bipartite/ˈbaɪˈpɑ:taɪt; baɪ`pɑrˌtaɪt/ adj1 consisting of two parts 由两部分构成的; 双边的.2 shared by or involving two groups or parties 双方共有的; 涉及双方的 a bipartite agreement, treaty, etc 双边协定、条约等.
牛津英汉双解词典
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Bipartite (theology)
In Christian theological anthropology, bipartite refers to the view that a human being is composed of two distinct components, material and immaterial, Explanations of bipartite anthropology
Reformation theologian John Calvin is often quoted as being in support of a bipartite view.
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Bipartite matroid
Relation to bipartite graphs
Bipartite matroids were defined by as a generalization of the bipartite graphs, graphs in which every cycle has even size A graphic matroid is bipartite if and only if it comes from a bipartite graph.
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Bipartite half
Examples
For instance, the bipartite half of the complete bipartite graph is the complete graph and the bipartite half of the hypercube graph is the See also
Bipartite double cover
References
Graph operations
Bipartite graphs
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Bipartite hypergraph
Every bipartite graph is also a bipartite hypergraph.
Every bipartite hypergraph is 2-colorable, but bipartiteness is stronger than 2-colorability. However, a 2-partite hypergraph is not the same as a bipartite hypergraph; it is equivalent to a bipartite graph.
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Bipartite graph
Another class of related results concerns perfect graphs: every bipartite graph, the complement of every bipartite graph, the line graph of every bipartite See also
Bipartite dimension, the minimum number of complete bipartite graphs whose union is the given graph
Bipartite double cover, a way of transforming
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Bipartite — NetworkX 3.2.1 documentation
Bipartite. #. This module provides functions and operations for bipartite graphs. Bipartite graphs B = (U, V, E) have two node sets U,V and edges in E that only connect nodes from opposite sets. It is common in the literature to use an spatial analogy referring to the two node sets as top and bottom nodes.
networkx.org
R: Project a bipartite graph
This is useful to check how much memory the projections would need if you have a large bipartite graph. bipartite_projection () calculates the actual projections. You can use the probe1 argument to specify the order of the projections in the result. By default vertex type FALSE is the first and TRUE is the second.
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Bipartite graph/network学习_bipartite graph projection-CSDN博客
Bipartite graph/network翻译过来就是:二分图。. 维基百科中对二分图的介绍为:二分图是一类图 (G,E),其中G是顶点的集合,E为边的集合,并且G可以分成两个不相交的集合U和V,E中的任意一条边的一个顶点属于集合U,另一顶点属于集合V。. 一个简单的形象表示如下 ...
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Vertex cover of bipartite graph - Computer Science Stack Exchange
A vertex cover is a set of vertices such that each edge of the graph is incident to at least one vertex of the set. A minimum vertex cover is a vertex cover with minimal cardinality. From codeforces, The minimum vertex cover should contain exactly one vertex for every edge in the maximum matching M M. So let's assign a boolean variable for ...
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PDF Approximate Bipartite Vertex Cover in the CONGEST Model - ResearchGate
bipartition of Gcan clearly be computed in time O(D), where Dis the diameter of Gand given a maximum matching M, the set Lcan then be computed in O(n) rounds by doing a parallel
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Minimum vertex cover for bipartite graphs - Theoretical Computer ...
1 Answer. If G(V, E) G ( V, E) is the original graph with V = A ∪ B V = A ∪ B the set of vertices partitioned in two disjoint sets A A and B B. The general VC problem: we are looking for a subset S S, S ⊆ V S ⊆ V such that it 'covers' every edge in E E. If I understand correctly, in this variation we require S ⊆ A S ⊆ A or S ⊆ B S ...
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PDF The complexity of independent set reconfiguration on bipartite graphs
39 The complexity of independent set reconfiguration on bipartite graphs DANIEL LOKSHTANOV, University of Bergen, Norway AMER E. MOUAWAD, American University of Beirut, Lebanon We settle the complexity of the Independent Set Reconfiguration problem on bipartite graphs under
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