Приклади вживання Bipartite Англійська мовою та їх переклад на Українською
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Every tree is bipartite graph.
Bipartite negotiations are currently ongoing.
It operates on a bipartite basis.
Complete bipartite graph K1,t is called a star.
However, none of these known counterexamples is bipartite.
A complete bipartite graph with m= 5 and n= 3.
A related concept is a biclique, a complete bipartite subgraph.
The word“bipartite” means“consisting of two parts”.
Management of information resources on the basis of bipartite graphs.
A graph is bipartite if and only if it contains no cycles of odd length.
The algorithm iseasier to describe if we formulate the problem using a bipartite graph.
All such graphs are bipartite, and hence can be colored with only two colors.
In fact, the automorphism group of the Tutte 12-cage preserves the bipartite parts and acts primitively on each part.
The bipartite dimension of a graph is the minimum number of bicliques needed to cover all the edges of the graph.
A restricted Boltzmann machine is a bipartite generative model specified over an undirected graph.
Bipartite graphs, the graphs that can be colored with two colors, including the forests, graphs with no cycles.
Today, on 15 June 2006,Ukraine and Columbia signed a bipartite market access protocol in Geneva.
And for any graph to be bipartite, it is a necessary and sufficient condition that it contain no odd-length cycles.
This mechanism allows amuch faster resolution of urgent issues of bipartite cooperation," the Prime Minister said.
Bipartite graphs, which are graphs that can be colored with two colors, including forests(graphs without cycles).
The star K1,5 shown in the illustration is a complete bipartite graph, and therefore may be colored with two colors.
Along with his work with Tarjan on planar graphs heis also known for the Hopcroft- Karp algorithm for finding matchings in bipartite graphs.
The Head of Ukrainian Government stressed that bipartite relations between Ukraine and the European Union are of strategic importance.
The second one was published by Ellingham and Horton in1983 and was of order 54.[7] No smaller non-hamiltonian cubic 3-connected bipartite graph is currently known.
Clearly, if this statement is true, then every bipartite cubic polyhedron contains a Hamiltonian cycle: just choose e and f arbitrarily.
Andrásfai, Erdős& Sós(1974) proved that any n-vertex triangle-free graph in which each vertex hasmore than 2n/5 neighbors must be bipartite.
Another theorem about bipartite graphs, that their chromatic index equals their maximum degree, is equivalent to the perfection of the line graphs of bipartite graphs.
At the same time, he noted that expansion of bipartite economic cooperation will be promoted by concluding a free trade area agreement between Ukraine and the European Union.
For example,in graph theory a graph G is called bipartite if it is possible to assign to each of its vertices the color black or white in such a way that every edge of G has one endpoint of each color.