- Branche: Technology
- Number of terms: 2742
- Number of blossaries: 0
- Company Profile:
The National Institute of Standards and Technology (NIST) — known between 1901 and 1988 as the National Bureau of Standards (NBS) — is a measurement standards laboratory and a non-regulatory agency of the United States Department of Commerce. The institute's official mission is to promote U.S. ...
A connected graph such that deleting any k-1 vertices (and incident edges) results in a graph that is still connected.
Industry:Computer science
A connected graph such that deleting any two vertices (and incident edges) results in a graph that is still connected.
Industry:Computer science
A connected graph that is not broken into disconnected pieces by deleting any single vertex (and incident edges).
Industry:Computer science
A connected graph where "layers" L<sub>0</sub> ... L<sub>k</sub> partition the vertices. Each edge, which has a nonnegative integral weight, connects only vertices in successive layers. The width is the greatest number of vertices in any layer, i.e., MAX<sub>i=0</sub><sup>k</sup>
Industry:Computer science
A connected subgraph of a graph to which no vertex can be added and it still be connected. Formal Definition: Given a graph G=(V, E), a subgraph S=(V', E') is a maximally connected component if <ul> <li> S is connected, and <li> for all vertices u such that u∈ V and u∉ V' there is no vertex v∈ V' for which (u, v)∈ E. </ul>
Industry:Computer science
A connected, acyclic subgraph containing all the vertices of a graph.
Industry:Computer science
A connection between any number of vertices of a hypergraph. Formal Definition: A hyperedge is a set of vertices of a hypergraph.
Industry:Computer science
A connection between two vertices of a graph. In a weighted graph, each edge has an number, called a "weight." In a directed graph, an edge goes from one vertex, the source, to another, the target, and hence makes connection in only one direction.
Industry:Computer science
A connection between two vertices of a graph. In a weighted graph, each edge has an number, called a "weight." In a directed graph, an edge goes from one vertex, the source, to another, the target, and hence makes connection in only one direction.
Industry:Computer science
