# vertices

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## ver·ti·ces

(ver'ti-sēz),
Plural of vertex.

## vertices

(vûr′tĭ-sēz′)
n.
A plural of vertex.
References in periodicals archive ?
The question becomes more general if [K.sub.n] is replaced by some (simple) graph G on n vertices. If the answer is yes, we say that [pi] can be embedded into G, or equivalently, [pi] packs with [babr.G].
In this type of networks, intrinsic relationship structure of vertices is a key factor to measure uniqueness of characters.
In any two-hole span coloring of a Type-II tree T with [DELTA] [greater than or equal to] 3, all major vertices receive either the same color or the colors from any one of the sets {0,2}, {0, [DELTA] + 2}, or {[DELTA], [DELTA + 2}.
The other vertices of the path are selected greedily by selecting the smallest degree neighbour among the unvisited neighbours.
Each group consists of two new vertices, called son vertices.
If G is a regular graph of degree r, with n vertices and edges; then
The adaptive authentication algorithm feeds the number of neighboring vertices, the watermark, and the x, y coordinates for the processing vertex into the hash function.
First, the set of monitored vertices is monotone by inclusion, i.e.
Let [C.sub.6] be a cycle of length six and [GAMMA] be a graph obtained by connecting an isolated vertex to one of the vertices of [C.sub.6].
Firstly, double color graph (DCG) is established as follows: represent the gears and planet carrier with solid vertices "*," gear joints with hollow vertices "[DELTA]," and revolute joint with hollow vertices "**." And connect corresponding solid vertex and hollow vertex with an edge when a gear or a planet carrier is connected with a gear joint or a revolute joint.
The corona G1 G2 of the graphs G1 and G2 is defined as a graph obtained by taking one copy of G1 (with p vertices) and p copies of G2 and then joining the ith vertex of G1 to every vertex of the ith copy of G2.
The cycle [C.sub.n] is a connected graph on n vertices each with degree two.

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