Independent sets in quasi-regular graphs

Author:

Sapozhenko Alexander A.

Publisher

Elsevier BV

Subject

Discrete Mathematics and Combinatorics

Reference8 articles.

1. Independent sets in regular graphs and sum-free subsets of finite groups;Alon;Israel J. Math.,1991

2. An entropy approach to the hard-core model on bipartite graph;Kahn;Combin. Probab. Comput.,2001

3. On the number of binary codes with distance 2;Korshunov;Problems of Cybernetics, M.: Nauka,1993

4. A.A. Sapozhenko, On the number of independent sets in bipartite graphs with large minimum degree, DIMACS Technical Report 2000-25, pp. 1–7

5. On the number of independent sets in expanders;Sapozhenko;Diskretn. Mat. Moscow,2001

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2. Independent sets in graphs;Discrete Mathematics and Applications;2016-01-01

3. Hypergraph containers;Inventiones mathematicae;2015-01-08

4. Bounds on the number of maximal sum-free sets;European Journal of Combinatorics;2009-10

5. Bounds on the Number of Maximal Sum-Free Sets;Electronic Notes in Discrete Mathematics;2007-08

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