On well-covered, vertex decomposable and Cohen-Macaulay graphs¶
Castrillón, I. D., Cruz, R., & Reyes, E. (2016). On well-covered, vertex decomposable and Cohen-Macaulay graphs. Electronic Journal of Combinatorics, 23(2), 1-2.
Cited by¶
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Domain-specific¶
- Well-covered graph
- A well-covered graph is a finite simple undirected graph in which every inclusion-maximal independent vertex set has the same cardinality.
This sourceThe algebraic statements use the paper's conventions.
- A well-covered graph is a finite simple undirected graph in which every inclusion-maximal independent vertex set has the same cardinality.
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