Sentence examples for be a graph such from inspiring English sources

Let G be a graph such that (E(G)) is symmetric and (xin V(G)).

Let X be a nonempty set and (G=(V(G), E G))) be a graph such that (V(G =X), and let (T: Xrightarrow operatorname{CB}(X)), (g: Xrightarrow X).

Definition 2.9 Let X be a nonempty set and G = ( V ( G ), E ( G ) ) be a graph such that V ( G ) = X, g : X → X and T : X → C B ( X ).

Definition 2.6 Let X be a nonempty set and G = ( V ( G ), E ( G ) ) be a graph such that V ( G ) = X, and let T : X → C B ( X ).

Let X be a nonempty set and (G=(V(G), E(G))) be a graph such that (V(G =X), and let (T: Xrightarrow operatorname{CB}(X)). T is said to be graph preserving if it satisfies the following: text{if } x, y)in E(G),text{then } u, v in E G) text{ for all }uin Tx text{ and } vin Ty. [21].

Let G = { V, E} be a graph such that each vertex corresponds to a fragment and there is an edge between two fragments if there is a conflict between them.

In the plane, a geometric spanner is a graph such that, for each pair of vertices, the shortest path in the graph is within a constant factor of the straight-line Euclidean distance between the vertices.

The k-regular network is a graph such that each node has the same number of links, k.

Formally, given a directed graph G= V,E), a directed line graph or derived graph L(G) is a graph such that: each vertex of L(G) represents an edge of G.

If G is a graph such that (V(G =X) and (E(G)={(x,y in Xtimes X:xpreceq y}), where ⪯ is a partial order on X, then Corollary 2.2 become to Theorem 2.1 of [10].

If G is a graph such that (V(G =X) and (E(G)={(x,y in Xtimes X:alpha x,y geq1}), where (alpha Xtimes X to[0,infty)) is a function, then Corollary 2.2 reduces to Theorem 2.1 of [9].