On 2-Colorings of Hypergraphs
Author:
Affiliation:
1. DEPARTMENT OF MATHEMATICS; UNIVERSITY OF JOHANNESBURG; AUCKLAND PARK JOHANNESBURG 2006 SOUTH AFRICA
2. ENGINEERING SYSTEMS AND DESIGN; SINGAPORE UNIVERSITY OF TECHNOLOGY AND DESIGN; 20 DOVER DRIVE, SINGAPORE 138682 SINGAPORE
Funder
Natinal Research Foundation; University of Johannesburg
Publisher
Wiley
Subject
Geometry and Topology,Discrete Mathematics and Combinatorics
Reference20 articles.
1. Graphs and digraphs with all 2-factors isomorphic;Abreu;J Combin Theory Ser B,2004
2. Corrigendum to “Graphs and digraphs with all 2-factors isomorphic” [J Combin Theory Ser B 92 (2) (2004) 395-404];Abreu;J Combin Theory Ser B,2009
3. Every 8-uniform 8-regular hypergraph is 2-colorable;Alon;Graphs Combin,1988
4. Note on disjoint blocking sets in Galois planes;Baŕat;J Combin Designs,2005
5. Blocking sets in finite projective planes;Bruen;SIAM J Appl Math,1971
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1. Not-all-equal 3-SAT and 2-colorings of 4-regular 4-uniform hypergraphs;Discrete Mathematics;2018-08
2. Partitioning the vertices of a cubic graph into two total dominating sets;Discrete Applied Mathematics;2017-05
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