Примеры использования Bipartite на Английском языке и их переводы на Русский язык
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Bipartite reserves and bronze friezes.
Two doors with bipartite burl panels.
For the supplementary pension, financing is bipartite.
Therefore, bipartite graphs are perfect.
A related concept is a biclique,a complete bipartite subgraph.
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Every bipartite graph is also a comparability graph.
All other points remain P-hard, even for bipartite planar graphs.
The complete bipartite graph Km, n has edge covering number maxm, n.
It is possible for two different graphs to have isomorphic bipartite double covers.
The line graphs of bipartite graphs see Kőnig's theorem.
The incidence graph of a generalized digon is a complete bipartite graph Ks+1,t+1.
One version was based on bipartite spectral graph partitioning.
The algorithm is easier to describe if we formulate the problem using a bipartite graph.
Therefore, no directed bipartite graph can be aperiodic.
Maximum bipartite subgraph(decision version) is the problem GT25 in Appendix A1.2.
Any induced subgraph of a bipartite graph remains bipartite.
The bipartite double cover of the Petersen graph is the Desargues graph: K2× G(5,2) G10,3.
The rook's graphs(line graphs of complete bipartite graphs) are a special case.
Two of them are bipartite but only one of them is the Kronecker cover.
A semimagic square is equivalent to a magic labelling of the complete bipartite graph Kn, n.
All such graphs are bipartite, and hence can be colored with only two colors.
Similarly, outerplanar graphs are(2,3)-sparse and planar bipartite graphs are(2,4)-sparse.
If either G orH is bipartite, then so is their tensor product.
Any bipartite graph is a subgraph of a complete bipartite graph, and correspondingly any line graph of a bipartite graph is an induced subgraph of a rook's graph.
Fishburn& Hammer(1996) determine the bipartite dimension for some special graphs.
The bipartite double cover is a special case of a double cover a 2-fold covering graph.
Barnette's conjecture states that every cubic bipartite polyhedral graph is Hamiltonian.
However, every bipartite graph occurs as an induced subgraph of some hypohamiltonian graph.
Approximating Chromatic Sum Coloring of Bipartite Graphs in Expected Polynomial Time.
Moreover, it is NP-complete to determine whether a graph is a kth power of another graph, for a given number k≥ 2, orwhether it is a kth power of a bipartite graph, for k> 2.