Sentence examples for in one vertex from inspiring English sources
This paper presents a method for computing the marginal for a subset which may not be contained in one vertex, but is a subset of the union of several vertices.
However, once the Markov tree has been created, the existing techniques can only compute the marginals for the vertices of the Markov tree or for a subset of variables which is contained in one vertex.
Here we always use a starting vector that has all of its probability in one vertex, defined as follows: pr α (e u ) is thus the steady-state probability distribution of a walk that always returns to u at restart, and we will refer to it as the personalized PageRank vector of u.
In the prohead, the dodecameric portal protein is inserted into one vertex of the gp10 icosahedron (Molineux 2006).
A rooted graph is graph in which one vertex is labeled as a special vertex and that vertex is called root vertex of graph.
If the set V can be divided into two disjoint and non-empty sets, X and Y, i.e., V=X∪Y and X∩Y=Φ, where Φ denotes the empty set, every edge in E connects one vertex in X to another vertex in Y and no edge connects two vertices of the same set, we call G a complete bipartite graph.
Complete bipartite graph: Given a graph G=(V E) which consists of a set V of vertices and a set E of edges which connect a pairs of vertices, if the set V is divided into two disjoint and nonempty sets, X and Y, i.e., V=X∪Y, every edge in E joins one vertex in X to another vertex in Y, and no edge connects two vertices of the same set, we call G a complete bipartite graph.
The line graph (mathcal{L}(G)) of a graph G is the graph whose vertices are the edges of G, with two vertices in (mathcal {L}(G)) adjacent whenever the corresponding edges in G have exactly one vertex in common.
In [ 25], each vertex corresponds to one segment; in our approach, however, one vertex in the connection graph represents several segments.
Note that two paths in ϒ have at most one vertex in common (otherwise they would also share the sub-path, and therefore edges, between two common vertices).
In the WF model, more than one vertex in the original graph may split, while in the Moran model at most one vertex may split.
