Equistarable Graphs and Counterexamples to Three Conjectures on Equistable Graphs

Author:

Milanič Martin12,Trotignon Nicolas3

Affiliation:

1. UNIVERSITY OF PRIMORSKA; UP IAM, MUZEJSKI TRG 2 SI-6000 KOPER SLOVENIA

2. UNIVERSITY OF PRIMORSKA; UP FAMNIT, GLAGOLJAŠKA 8 SI-6000 KOPER SLOVENIA

3. CNRS, LIP, ENS DE LYON; INRIA UNIVERSITÉ DE LYON LYON FRANCE

Funder

Javna Agencija za Raziskovalno Dejavnost RS

Agence Nationale de la Recherche

LABEX MILYON

Université de Lyon

Publisher

Wiley

Subject

Geometry and Topology,Discrete Mathematics and Combinatorics

Reference24 articles.

1. Strong cliques and equistability of EPT graphs;Alcón;Discrete Appl Math,2015

2. When are chordal graphs also partition graphs;Anbeek;Australas J Combin

3. Equistarable bipartite graphs;Boros;Discrete Math,2015

4. On equistable, split, CIS, and related classes of graphs;Boros;Discrete Appl Math,2015

5. Structural results for general partition, equistable and triangle graphs;Cerioli;Electron Notes Discrete Math,2015

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1. Short proofs on the structure of general partition, equistable and triangle graphs;Discrete Applied Mathematics;2021-11

2. Strong cliques in diamond-free graphs;Theoretical Computer Science;2021-02

3. Strong Cliques in Diamond-Free Graphs;Graph-Theoretic Concepts in Computer Science;2020

4. Detecting strong cliques;Discrete Mathematics;2019-09

5. A Characterization of Claw-free CIS Graphs and New Results on the Order of CIS Graphs;Electronic Notes in Theoretical Computer Science;2019-08

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