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Complement graph
Known as:
Graph complement
, Complement (graph theory)
, Inverse graph
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In graph theory, the complement or inverse of a graph G is a graph H on the same vertices such that two distinct vertices of H are adjacent if and…
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Related topics
Related topics
49 relations
Analysis of algorithms
Apex graph
Breadth-first search
Claw-free graph
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2020
2020
Detecting disease-related SNP loci based on GSP
Qinli Zhang
,
Zhichao Jiang
,
Jianhong Wang
,
Xue-Zhong Yu
,
Xiulan Yang
Network Modeling Analysis in Health Informatics…
2020
Corpus ID: 220312099
A large number of studies have shown that susceptibility to some diseases may be related to some SNP (Single Nucleotide…
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2016
2016
Exhaustive and metaheuristic exploration of two new structural irregularity measures
G. Caporossi
,
L. Lima
,
Paulo Oswaldo Boaventura-Netto
2016
Corpus ID: 55949183
This paper presents the results of two explorations: one, exhaustive, of the graph sets from 4 to 10 vertices, and other, using…
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2014
2014
Extended abstract Quantum computing with the quad-rail lattice
N. Menicucci
2014
Corpus ID: 41542477
Measurement-based quantum computation (MBQC) is a platform for universal quantum computation that only requires the ability to do…
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2013
2013
On Two Variants of Rainbow Connection
Yuefang Sun
2013
Corpus ID: 53490944
A vertex-colored graph G is rainbow vertex-connected if any two vertices are connected by a path whose internal vertices have…
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2011
2011
On the Ability of Graph Coloring Heuristics to Find Substructures in Social Networks
David Chalupa
2011
Corpus ID: 1990093
Social network is a graph G = [V;E], in which each vertex from V corresponds to a person and each edge from E describes, that two…
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2009
2009
A Branch-and-Price Graph-Theoretical Algorithm for Orthogonal-Packing Feasibility
Als Manuskript
,
G. Belov
,
H. Rohling
2009
Corpus ID: 7345533
. We consider the feasibility problem OPP in higher-dimensional orthogonal packing: given a set of d -dimensional ( d ≥ 2…
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2002
2002
Some Applications of Probability to Graph Theory and Combinatorial Problems
P. ERDtiS
2002
Corpus ID: 16061597
In the first chapter of my lecture I will discuss applications of probabilistic methods to RAMSAY’S theorem, next I will speak an…
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2002
2002
CONVERSIOl?J MATRICES
L. Borzacchini
,
C. Pulito
,
L. Borzacchini
,
C. Pulito
2002
Corpus ID: 207844347
If G1 and G2 are two simple graphs, following C. Domb [l], let us denote*with (G,, G2) the number of subgraphs of G2 isomorphic…
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2001
2001
ONTHE NTJMRER OFCOMPLETE SUBGRAPHS CONTAINED IN CERTAIN GRAPHS by
P. Erdds
2001
Corpus ID: 17169705
every two vertices are connected by an edge. A complete graph Gi3) of three vertices is called a triangle. The complementary…
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1989
1989
ON RELATIONS BETWEEN THE COVERING NUMBER OF A GRAPH AND ITS COMPLEMENTARY GRAPH
张忠辅
1989
Corpus ID: 124499465
Let G(V, E) be a simple graph, A_T(?)VUE. A_T is called a total covering of G, if (?)x∈VUE, it holds that x∈A_T or xy∈A_T(y∈V\A_T…
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