Examples of 'adjacency matrix' in a sentence
Meaning of "adjacency matrix"
adjacency matrix: In the context of mathematics or computer science, a representation of relationships between elements in a set using a matrix format
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- A matrix showing which vertices of a graph are adjacent to which other vertices.
How to use "adjacency matrix" in a sentence
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adjacency matrix
Using the adjacency matrix to find eigenvector centrality.
A graph and its adjacency matrix.
The adjacency matrix for an undirected graph is symmetric.
I will use an adjacency matrix.
Adjacency matrix for undirected graph is always symmetric.
We can calculate these values from the adjacency matrix.
The graph has an adjacency matrix that is a circulant matrix.
Draw the graph corresponding to the following adjacency matrix.
Adjacency matrix of a bipartite graph.
W is the adjacency matrix.
The adjacency matrix of a digraph is unique up to identical permutation of rows and columns.
Subgraph centrality replaces the adjacency matrix with its trace.
An adjacency matrix for an undirected graph is symmetrical about the main diagonal.
The alpha centrality replaces the adjacency matrix with its resolvent.
It then calculates the principal eigenvector of the resulting modified adjacency matrix.
See also
The first matrix is the adjacency matrix and then the shortest paths.
But there is more to networks then the properties of their adjacency matrix.
The adjacency matrix is a good implementation for a graph when the number of edges is large.
The adjacency operator is a window operator that associates to each pixel an adjacency matrix.
Adjacency Matrix is also used to represent weighted graphs.
This quality factor is determined by the eigenvectors of the adjacency matrix of the network.
We study LSD of RGGs adjacency matrix in the connectivity regime.
It 's implemented through an adjacency list or an adjacency matrix.
It is used together with the adjacency matrix to construct the Laplacian matrix of a graph.
Bonacich 's family of measures does not transform the adjacency matrix.
Let A be the adjacency matrix of a graph.
If we label nodes from 1 to n, a graph is caracterized using an adjacency matrix.
For instance the adjacency matrix of a sociogram was used by Leon Festinger.
Adjacency list and Adjacency matrix.
The adjacency matrix A provides an unambiguous description of the network status.
If the graph is undirected, the adjacency matrix is symmetric.
The adjacency matrix of a directed graph,.
Firstly, it needs to write the adjacency matrix of a given graph.
The adjacency matrix of the graph has exactly three eigenvalues,.
For a directed graph, the adjacency matrix need not be symmetric.
Biadjacency matrix - a special class of adjacency matrix that describes adjacency in bipartite graphs.
Note that if the vertices were labeled differently, the adjacency matrix would change.
In particular, the adjacency matrix of a strongly connected graph is irreducible.
A static DSM is equivalent to an N2 chart or an adjacency matrix.
Calculate a weighted adjacency matrix for an event time corresponding to the required time ;.
In the case where the graph G considered is not oriented, the adjacency matrix A G is symmetric.
The adjacency matrix of a simple, undirected graph is a binary symmetric matrix with zero diagonal.
Partial geometry Seidel adjacency matrix Two-graph.
The adjacency matrix will then comprise a diagonal strip of variable width of elements equal to 1.
Spectral graph theory Algebraic combinatorics Algebraic connectivity Dulmage-Mendelsohn decomposition Graph property Adjacency matrix.
Thus, the normalized adjacency matrix à is expressed as follows.
Graphs, how we representing using them adjacency, less than adjacency matrix.
It is also the adjacency matrix of the two-graph associated with G and KG.
Thus, in this case, the adjacency matrix is.
In fact, only the adjacency matrix A and the physical routing vector V RP are strictly necessary.
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An heuristic for adjacency constraint aggregation is proposed
Using a beautiful concept called meaningful adjacency
It also retransmits its adjacency when this occurs
Examples of using Matrix
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