Примеры использования Graph can на Английском языке и их переводы на Русский язык
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Graph can be created in the following ways.
The underlying data for this graph can be seen and downloaded here.
A graph can be static or dynamic, i.e.
By the four color theorem,every planar graph can be 4-colored.
The graph can thus be used to predict….
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For the comparison to be easier, one graph can reflect several chosen indexes.
Note: Graph can be created in the following ways.
The address data of the buyer is present on the printouts and protocols- and the graph can have any logo as the background.
No graph can be 0-colored, so 0 is always a chromatic root.
The linear arboricity of a graph is the minimum number of linear forests into which the graph can be partitioned.
Every graph can be represented as an intersection graph in this way.
One consequence of this theorem is that every planar graph can be decomposed into an independent set and two induced forests.
The graph can also be used for decision making and should be used in case of doubt.
It is known that any finite graph can be embedded into a three-dimensional space.
Graph can be moved in both axes, if you press and hold the left mouse button and move the cursor.
The result that every simple planar graph can be drawn with straight line edges is called Fáry's theorem.
Then the comparability graph of T is trivially perfect, andevery trivially perfect graph can be formed in this way.
In the worst case, the atomic cycles in a graph can be enumerated in O(m2) time, where m is the number of edges in the graph. .
The graph can be drawn(possibly with crossings) so that its vertices lie on the corners of a regular polygon, and every rotational symmetry of the polygon is also a symmetry of the drawing.
Finding a set of intervals that represent an interval graph can also be used as a way of assembling contiguous subsequences in DNA mapping.
If a graph can be colored with four colors, then its incidence poset has order dimension at most four Schnyder 1989.
Steinitz's theorem states that every 3-connected planar graph can be represented as the edges of a convex polyhedron in three-dimensional space.
Any graph can be represented as an intersection graph, but some important special classes of graphs can be defined by the types of sets that are used to form an intersection representation of them.
Scheinerman's conjecture(now a theorem)states that every planar graph can be represented as an intersection graph of line segments in the plane.
Therefore, this graph can be embedded as a Whitney triangulation of a torus, in which every face is a triangle and every triangle is a face.
In statistical analysis,the nearest-neighbor chain algorithm based on following paths in this graph can be used to find hierarchical clusterings quickly.
Therefore, if every planar graph can be represented in this way with only four directions, then the four color theorem follows.
On the other hand, if G has large treewidth,then it contains a large grid minor, within which the graph can be simplified while leaving the crossing number unchanged.
Equivalently, if a graph can be drawn with fewer crossings than Kn, then, according to the conjecture, it may be colored with fewer than n colors.
That is, every convex polyhedron forms a 3-connected planar graph, andevery 3-connected planar graph can be represented as the graph of a convex polyhedron.