Примеры использования Graph can на Английском языке и их переводы на Русский язык
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Finding a set of intervals that represent an interval graph can also be used as a way of assembling contiguous subsequences in DNA mapping.
the nearest-neighbor chain algorithm based on following paths in this graph can be used to find hierarchical clusterings quickly.
The address data of the buyer is present on the printouts and protocols- and the graph can have any logo as the background.
By the circle packing theorem, this planar graph can be represented by a circle packing C in which all the edges(including the ones incident to the boundary vertex)
This is because every undirected graph can be thought of as a directed graph where every arc(u,
then a simple n-vertex simple H-minor-free graph can have at most O( n h log h){\displaystyle\scriptstyle O(nh{\sqrt{\logh}})} edges, and some Kh-minor-free graphs have at least this many edges.
The bound of 4n- 8 on the maximum possible number of edges in a 1-planar graph can be used to show that the complete graph K7 on seven vertices is not 1-planar,
The graph can be drawn(possibly with crossings)
Every chordal graph can be decomposed in this way into a clique-sum of complete graphs, and every maximal planar graph can be decomposed into a clique-sum of 4-vertex-connected maximal planar graphs. .
Alternatively, any finite graph can be drawn with straight-line edges in three dimensions without crossings by placing its vertices in general position
that states that any planar graph can be split into smaller pieces by removing a small number of vertices.
which states that every planar graph can be drawn with no bends,
Tutte's spring theorem states that every 3-connected planar graph can be drawn on a plane without crossings
Lawler(1976) observed that listing maximal independent sets can also be used to find 3-colorings of graphs: a graph can be 3-colored if
to the same line, then the graph can be colored using k colors,
or equivalently that the graph can be embedded onto a surface in such a way that all faces of the embedding are simple cycles.
Barnette's conjecture is also equivalent to the statement that the vertices of the dual of every cubic bipartite polyhedral graph can be partitioned into two subsets whose induced subgraphs are trees.
A stronger form of the circle packing theorem asserts that any polyhedral graph and its dual graph can be represented by two circle packings,
so the graph can be compressed by constructing a table of all the possible non-isomorphic subgraphs