Примеры использования Bipartite graph на Английском языке и их переводы на Русский язык
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In fact, any near polygon that has precisely two points per line must be a connected bipartite graph.
then the complete bipartite graph Kn, n also has a perfect 1-factorization.
Specifically, every graph satisfying the conditions of Ore's theorem is either a regular complete bipartite graph or is pancyclic Bondy 1971.
These two graphs provide counterexamples to the conjecture of W. T. Tutte that every cubic 3-connected bipartite graph is Hamiltonian.
Any connected bipartite graph is a near polygon and any near polygon with precisely two points per line is a connected bipartite graph.
Hall's marriage theorem can be used to show that a k-regular bipartite graph contains a perfect matching.
then either it has bounded treewidth or every complete bipartite graph is a subgraph of a graph in the family.
Removing the vertices of an odd cycle transversal from a graph leaves a bipartite graph as the remaining induced subgraph.
Edge-transitive graphs include any complete bipartite graph K m,
a t-biclique-free graph is a graph that has no 2t-vertex complete bipartite graph Kt, t as a subgraph.
or the complete bipartite graph K 3,
denotes the maximum possible number of edges in a bipartite graph G(U, V,
For, in any bipartite graph, any cycle must alternate between the vertices on either side of the bipartition,
A graph is line perfect if and only if each of its biconnected components is a bipartite graph, the complete graph K 4{\displaystyle K_{4}},
It is not possible for a factor-critical graph to be bipartite, because in a bipartite graph with a near-perfect matching, the only vertices
The possible edges of a bipartite graph G(U, V,
the incidence graph is a complete bipartite graph and thus"s","t" can be arbitrary integers.
Hypohamiltonian graphs cannot be bipartite: in a bipartite graph, a vertex can only be deleted to form a Hamiltonian subgraph if it belongs to the larger of the graph's two color classes.
The half-square of a bipartite graph G is the subgraph of G2 induced by one side of the bipartition of G. Map graphs are the half-squares of planar graphs,
the n-vertex triangle-free graph with the maximum number of edges is a complete bipartite graph in which the numbers of vertices on each side of the bipartition are as equal as possible.