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Adjacency matrix
Known as:
Adjacency-matrix representation
, Sociomatrix
, Connectivity matrix
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In graph theory, computer science, an adjacency matrix is a square matrix used to represent a finite graph. The elements of the matrix indicate…
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Related topics
Related topics
50 relations
Adjacency algebra
Adjacency list
Alexandru Balaban
Bipartite double cover
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2017
2017
Comparing columnar, row and array DBMSs to process recursive queries on graphs
C. Ordonez
,
Wellington Cabrera
,
Achyuth Gurram
Information Systems
2017
Corpus ID: 17157655
2010
2010
Information Epidemics in Complex Networks with Opportunistic Links and Dynamic Topology
Pin-Yu Chen
,
Kwang-Cheng Chen
IEEE Global Telecommunications Conference…
2010
Corpus ID: 3189512
Wireless networks, especially mobile ad hoc networks (MANET) and cognitive radio networks (CRN), are facing two new challenges…
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2010
2010
Analysis of the small signal dynamic performance of synchronous generators under unbalanced operating conditions
R. Salim
,
R. Ramos
,
N. Bretas
IEEE PES General Meeting
2010
Corpus ID: 27801915
This work presents a thorough study about the effects of load unbalance in the dynamics of a power system that can be modeled as…
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2008
2008
AN ANALYTICAL APPROACH TO THE SAFETY OF ROAD NETWORKS
E. Zio
,
G. Sansavini
,
Roberto Maja
,
G. Marchionni
2008
Corpus ID: 55384206
In this paper, recently introduced topological measures of interconnection and efficiency of network systems are applied to the…
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Highly Cited
2004
Highly Cited
2004
GA-based heuristic algorithms for bandwidth-delay-constrained least-cost multicast routing
A. Haghighat
,
K. Faez
,
M. Dehghan
,
A. Mowlaei
,
Y. Ghahremani
Computer Communications
2004
Corpus ID: 14140610
2003
2003
A spectral approach to learning structural variations in graphs
Bin Luo
,
Richard C. Wilson
,
E. Hancock
Pattern Recognition
2003
Corpus ID: 17965110
Review
1997
Review
1997
Connectivity in open and closed loop robotic mechanisms
M. Shoham
,
B. Roth
1997
Corpus ID: 120968738
1994
1994
SmilogP: A Program for a Fast Evaluation of Theoretical Log P from the Smiles Code of a Molecule
Thierry Convard
,
J. Dubost
,
H. L. Solleu
,
E. Kummer
1994
Corpus ID: 53939215
We present here a software that generates an extended connectivity matrix from the SMILES code of a molecule. This extended…
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1983
1983
A characterization of graphs of competition number m
J. Lundgren
,
J. Maybee
Discrete Applied Mathematics
1983
Corpus ID: 35666935
1950
1950
A Method for Analyzing the Sociomatrix
Corlin O. Beum join
,
Everett G. Brundage
1950
Corpus ID: 126397189
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