Примери за използване на Two vertices на Английски и техните преводи на Български
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Ecclesiastic
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Computer
He's joining the two vertices.
It is easy to see, then, that each two vertices are joined by two edges, each of which can be red or blue, unless or vice-versa.
There are lines which connect two vertices of.
There are exactly two vertices with eccentricity 12- Izrail M.
Equilateral triangle with given two vertices.
This gives us two vertices as and.
So this is our bug right here andon each move it will randomly select one fo the two vertices.
There are atleast two vertices with degree 1.
Given the nine-sided regular polygon,how many distinct equilateral triangles in the plane of the polygon have at least two vertices in the set?
Prove that there exist two vertices and such that.
Two vertices are joined iff there is a point at the intersection of the corresponding row and column(so the squares we select play the role of edges in our graph).
Since there is exactly one path between any two vertices in a tree, there is only one cycle.
Practically we can imagine that anundirected edge from vertex A to vertex B is two-way edge and equivalent to two opposite directed edges between the same two vertices.
Every line segment between two vertices remains inside or on the boundary.
A graph with vertices is called cool if we can label each vertex with a different positive integernot greater than and find a set of non-negative integers so that there is an edge between two vertices iff the difference between their labels is in.
This means that we can choose two vertices of the triangle with degrees of the same parity.
A graph where there is more than one edge between two vertices is called multigraph.
We consider a polyhedra which has exactly two vertices adjacent with an odd number of edges, and these two vertices are lying on the same edge.
Indeed, the permutations in the group generated by cannot interchange two vertices in different connected components.
This model can then be used to determine whether two vertices belong to the same component, or whether adding an edge between them would result in a cycle.
Best-first search algorithm: In Best-first search algorithms, like the A* search algorithm,find the shortest path between two vertices or nodes of a weighted graph, trying out the most promising routes first.
On each move,it randomly selects one of the two vertices where it is not currently located, and crawls along a side of the triangle to that vertex. .
Adjacent to the rusticated stone wall of the estate,the new faculty buildings stretch out along two vertices of a triangular site, enclosing between them a courtyard and central meeting space.
Now find a colouring of the vertices so that no two vertices that are linked have the same colour.
The A* search algorithm finds the shortest path between two vertices of a weighted graph, trying out the most promising routes first.
Based on a sample of 66 pairs of vertices in this component,the average distance between two vertices is around 7.73(between 7.37 and 8.08 with 95% confidence), with a standard deviation of 1.45.
Based on a sample of 100 pairs of vertices in this component,the average distance between two vertices is around 7.64(between 7.41 and 7.87 with 95% confidence), with a standard deviation of about 1.19.
Many modeling programs do not strictly enforce geometric theory; for example,it is possible for two vertices to have two distinct edges connecting them, occupying exactly the same spatial location.
A purer definition of the collaboration graph(in fact, the one that Paul Erdös himself seemed to favor)would put an edge between two vertices if the mathematicians have a joint paper by themselves, with no other authors.
Figure 1. Finding the shortest path in a graph using optimal substructure; a straight line indicates a single edge;a wavy line indicates a shortest path between the two vertices it connects(other nodes on these paths are not shown); the bold line is the overall shortest path from start to goal.