AbstractA bull is the graph with vertices a, b, c, d, e and edges ab, ac, bc, ad, be; a chair is the graph with vertices a, b, c, d, e and edges ab, bc, cd, be. We prove that the stability number of bull-free chair-free graphs can be found in polynomial time
AbstractWe study a transformation of pseudo-Boolean functions which, when applicable, amounts to con...
We study a transformation of pseudo-Boolean functions which, when applicable, amounts to constructin...
The maximum stable set problem is NP-hard, even when restricted to triangle-free graphs. In particul...
AbstractDe Simone showed that prime bull- and chair-free graphs containing a co-diamond are either b...
AbstractIn this note we show that the stability number of a (4-pan, chair, K1,4,P5)-free graph which...
AbstractWe give a O(nm) time algorithm for the maximum weight stable set (MWS) problem on P5- and co...
Abstract: Given an ordering of the vertices of a graph one can construct a maximal stable set of tha...
AbstractIn this note we show that the stability number of a (4-pan, chair, K1,4,P5)-free graph which...
The maximum stable set problem is NP-hard, even when restricted to triangle-free graphs. In particul...
The bull is a graph consisting of a triangle and two pendant edges. A graphs is called bull-free if ...
AbstractWe describe two classes of graphs for which the stability number can be computed in polynomi...
Graph parameters such as the clique number and the chromatic number are central in many areas, rangi...
AbstractWei discovered that the stability number, α(G), of a graph, G, with degree sequence d1, d2,…...
AbstractWe provide two polynomial-time exact algorithms to compute a maximum stable set in graphs th...
For a graph G let α(G) and μ(G) denote respectively the cardinality of a maximum stable set and of a...
AbstractWe study a transformation of pseudo-Boolean functions which, when applicable, amounts to con...
We study a transformation of pseudo-Boolean functions which, when applicable, amounts to constructin...
The maximum stable set problem is NP-hard, even when restricted to triangle-free graphs. In particul...
AbstractDe Simone showed that prime bull- and chair-free graphs containing a co-diamond are either b...
AbstractIn this note we show that the stability number of a (4-pan, chair, K1,4,P5)-free graph which...
AbstractWe give a O(nm) time algorithm for the maximum weight stable set (MWS) problem on P5- and co...
Abstract: Given an ordering of the vertices of a graph one can construct a maximal stable set of tha...
AbstractIn this note we show that the stability number of a (4-pan, chair, K1,4,P5)-free graph which...
The maximum stable set problem is NP-hard, even when restricted to triangle-free graphs. In particul...
The bull is a graph consisting of a triangle and two pendant edges. A graphs is called bull-free if ...
AbstractWe describe two classes of graphs for which the stability number can be computed in polynomi...
Graph parameters such as the clique number and the chromatic number are central in many areas, rangi...
AbstractWei discovered that the stability number, α(G), of a graph, G, with degree sequence d1, d2,…...
AbstractWe provide two polynomial-time exact algorithms to compute a maximum stable set in graphs th...
For a graph G let α(G) and μ(G) denote respectively the cardinality of a maximum stable set and of a...
AbstractWe study a transformation of pseudo-Boolean functions which, when applicable, amounts to con...
We study a transformation of pseudo-Boolean functions which, when applicable, amounts to constructin...
The maximum stable set problem is NP-hard, even when restricted to triangle-free graphs. In particul...