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Intersection number (graph theory)
Known as:
Clique edge cover
, Intersection graph basis
In the mathematical field of graph theory, the intersection number of a graph G = (V,E) is the smallest number of elements in a representation of G…
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Related topics
Related topics
14 relations
Backtracking
Bipartite dimension
Clique (graph theory)
Clique cover
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2019
2019
Sample Complexity Bounds for Recurrent Neural Networks with Application to Combinatorial Graph Problems
Nil-Jana Akpinar
,
Bernhard Kratzwald
,
S. Feuerriegel
arXiv.org
2019
Corpus ID: 59336123
Learning to predict solutions to real-valued combinatorial graph problems promises efficient approximations. As demonstrated…
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2018
2018
C O ] 1 1 O ct 2 01 8 Competition numbers of planar graphs
Jihoon Choi
,
Soogang Eoh
,
Suh-Ryung Kim
2018
Corpus ID: 53604020
In this paper, we relate the competition number of a graph to its edge clique cover number by presenting a tight inequality k(G…
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2016
2016
A Framework for Solving Turing Kernel (Compression) Lower Bound Problem and Finding Natural Candidate Problems in NP-intermediate
Weidong Luo
arXiv.org
2016
Corpus ID: 15500386
Kernelization is a significant topic in parameterized complexity. Turing kernelization is a general form of kernelization. For…
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2016
2016
Competition numbers of planar graphs.
Jihoon Choi
,
Soogang Eoh
,
Suh-Ryung Kim
2016
Corpus ID: 119613175
In this paper, we relate the competition number of a graph to its edge clique cover number by presenting a tight inequality $k(G…
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2012
2012
Confluence in Data Reduction: Bridging Graph Transformation and Kernelization
H. Ehrig
,
C. Ermel
,
Falk Hüffner
,
R. Niedermeier
,
Olga Runge
De Computis
2012
Corpus ID: 10539564
Kernelization is a core tool of parameterized algorithmics for coping with computationally intractable problems. A kernelization…
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2009
2009
OSUBMI-TR-2009-n 02 / BU-CE-0904 Hypergraph Partitioning-Based Fill-Reducing Ordering
Ümit V. Çatalyürek
,
C. Aykanat
,
Enver Kayaaslan
2009
Corpus ID: 15552253
A typical first step of a direct solver for linear system Mx = b is reordering of symmetric matrix M to improve execution time…
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2006
2006
Sphericity, cubicity, and edge clique covers of graphs
T. Michael
,
T. Quint
Discrete Applied Mathematics
2006
Corpus ID: 28269850
2002
2002
North-Holland 31 UppER ’ BOUNDS ON THE EDGE CLIQUE COVER
Robert C. Brigham
,
Ronald D. Dution
2002
Corpus ID: 207791020
An ongoing project of the authors is the development of a computer system which manipulates a data base composed of !inequalities…
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1992
1992
On the p-Edge Clique Cover Number of Complete Bipartite Graphs
M. Jacobson
SIAM Journal on Discrete Mathematics
1992
Corpus ID: 45014515
Given a digraph $D = ( V,A )$ and a positive integer p, the p-competition graph of D, denoted $C_p ( D )$, is defined to have…
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1984
1984
Upper bounds on the edge clique cover number of a graph
Robert C. Brigham
,
R. D. Dutton
Discrete Mathematics
1984
Corpus ID: 10023170
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