On algorithms for (,gem)-free graphs (original) (raw)

On Algorithms for (P5,Gem)-Free Graphs

Hans Bodlaender

2003

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Polynomial-time algorithms for minimum weighted colorings of ($P_5, \bar{P}_5$)-free graphs and related graph classes

Chinh T Hoang

arXiv (Cornell University), 2014

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Recognition and Optimization Algorithms for P5-Free Graphs

Victor Lepin

Symmetry, 2020

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Polynomial-time algorithms for minimum weighted colorings of (P5,P¯5)-free graphs and similar graph classes

Chinh T Hoang

Discrete Applied Mathematics, 2015

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Algorithms Parameterized by Vertex Cover and Modular Width, through Potential Maximal Cliques

Pedro Bustamante Montealegre

Lecture Notes in Computer Science, 2014

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A Refinement on the Structure of Vertex-Critical (P5, Gem)-Free Graphs

Chinh T Hoang

Social Science Research Network, 2022

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The Complexity of some Problems Related to Graph 3-colorability

Van Le

Discrete Applied Mathematics, 1998

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On the complexity of recognizing S-composite and S-prime graphs

Marc Hellmuth

Discrete Applied Mathematics, 2013

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Algorithms for square-3PC(.,.)-free Berge graphs

Nicolas Trotignon

2006

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The complexity of clique graph recognition

Marisa GUTIERREZ

Theoretical Computer Science, 2009

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Recognition Algorithm for Diamond-Free Graphs

Elena Nechita

Informatica

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Algorithmic aspects of the generalized clique-transversal problem on chordal graphs

Jing-ho Yan

Discrete Applied Mathematics, 1996

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Advances in Graph Algorithms

ton kloks

2014

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Clique separator decomposition of hole-free and diamond-free graphs and algorithmic consequences

Vassilis Giakoumakis

Discrete Applied Mathematics, 2012

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Linear-time computation of optimal subgraphs of decomposable graphs

Marshall Bern

Journal of Algorithms, 1987

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On (P5, diamond)-free graphs

Claudio Arbib

Discrete Mathematics, 2002

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A fast parallel algorithm for computing all maximal cliques in a graph and the related problems

Elias Dahlhaus

Lecture Notes in Computer Science, 1988

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Polynomial-time recognition of clique-width ≤3 graphs

udi rotics

Discrete Applied Mathematics, 2012

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On the structure of (banner, odd hole)-free graphs

Chinh T Hoang

Journal of Graph Theory, 2018

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Complexity Results for Generating Subgraphs

Vadim Levit

Algorithmica

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A linear-time recognition algorithm for P 4-reducible graphs

Beverly Jamison

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On the complexity of some subgraph problems

Andrea Scozzari

Discrete Applied Mathematics, 2009

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Efficient parallel algorithms for finding maximal cliques, clique trees, and minimum coloring on chordal graphs

Richard Lee, Chin-Wen Ho

Information Processing Letters, 1988

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Minimum Fill-In and Treewidth for Graphs Modularly Decomposable into Chordal Graphs

Elias Dahlhaus

Springer eBooks, 1998

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On graphs without a C4 or a diamond

Chinh T Hoang

Discrete Applied Mathematics, 2011

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Solving the clique cover problem on (bull, C4)-free graphs

Chinh T Hoang

Discrete Applied Mathematics, 2018

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Computational complexity of classical problems for hereditary clique-helly graphs

Guillermo Durán

Pesquisa Operacional, 2004

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Hardness Results and Efficient Algorithms for Graph Powers

Tuy Nguyen

Wg, 2009

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Parallel Algorithms for Recognizing P 5 -free and -free Weakly Chordal Graphs

Stavros D. Nikolopoulos

Parallel Processing Letters, 2004

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Complexity of Coloring Graphs without Paths and Cycles

Pavol Hell

Lecture Notes in Computer Science, 2014

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On the Parameterized Complexity of Relaxations of Clique

Nacim Oijid

arXiv (Cornell University), 2023

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Efficiently decomposing, recognizing and triangulating hole-free graphs without diamonds

Vassilis Giakoumakis

Discrete Applied Mathematics, 2015

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Algorithms for clique-independent sets on subclasses of circular-arc graphs

Guillermo Durán, Sergio Mera

Discrete Applied Mathematics, 2006

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