International audienceWe prove that every n-vertex cubic bridgeless graph has at least n/2 perfect matchings and give a list of all 17 such graphs that have less than n/2+2 perfect matchings
Lovasz and Plummer conjectured that there exists a fixed positive constant c such that every cubic n...
The problem of establishing the number of perfect matchings necessary to cover the edge-set of a cub...
Berge and Fulkerson conjectured that for each cubic bridgeless graph there are six perfect matchings...
AbstractWe show that every cubic bridgeless graph with n vertices has at least 3n/4−10 perfect match...
International audienceLovász and Plummer conjectured in the 1970's that cubic bridgeless graphs have...
International audienceLovász and Plummer conjectured in the 1970's that cubic bridgeless graphs have...
AbstractLovász and Plummer conjectured in the 1970’s that cubic bridgeless graphs have exponentially...
A well-known conjecture by Lovász and Plummer from the 1970s asserted that a bridgeless cubic graph ...
International audienceWe show that every cubic bridgeless graph G has at least 2|V(G)|/3656 perfect ...
International audienceWe show that every cubic bridgeless graph G has at least 2|V(G)|/3656 perfect ...
A well-known conjecture by Lovász and Plummer from the 1970s asserting that a bridgeless cubic graph...
A conjecture of Berge and Fulkerson (1971) states that every cubic bridgeless graph contains 6 perfe...
The famous conjecture of Lovász and Plummer, very recently proven by Esperet et al. (2011), asserts...
Let G be a bridgeless cubic graph. A well-known conjecture of Berge and Fulkerson can be stated as f...
International audienceLovász and Plummer conjectured in the 1970's that cubic bridgeless graphs have...
Lovasz and Plummer conjectured that there exists a fixed positive constant c such that every cubic n...
The problem of establishing the number of perfect matchings necessary to cover the edge-set of a cub...
Berge and Fulkerson conjectured that for each cubic bridgeless graph there are six perfect matchings...
AbstractWe show that every cubic bridgeless graph with n vertices has at least 3n/4−10 perfect match...
International audienceLovász and Plummer conjectured in the 1970's that cubic bridgeless graphs have...
International audienceLovász and Plummer conjectured in the 1970's that cubic bridgeless graphs have...
AbstractLovász and Plummer conjectured in the 1970’s that cubic bridgeless graphs have exponentially...
A well-known conjecture by Lovász and Plummer from the 1970s asserted that a bridgeless cubic graph ...
International audienceWe show that every cubic bridgeless graph G has at least 2|V(G)|/3656 perfect ...
International audienceWe show that every cubic bridgeless graph G has at least 2|V(G)|/3656 perfect ...
A well-known conjecture by Lovász and Plummer from the 1970s asserting that a bridgeless cubic graph...
A conjecture of Berge and Fulkerson (1971) states that every cubic bridgeless graph contains 6 perfe...
The famous conjecture of Lovász and Plummer, very recently proven by Esperet et al. (2011), asserts...
Let G be a bridgeless cubic graph. A well-known conjecture of Berge and Fulkerson can be stated as f...
International audienceLovász and Plummer conjectured in the 1970's that cubic bridgeless graphs have...
Lovasz and Plummer conjectured that there exists a fixed positive constant c such that every cubic n...
The problem of establishing the number of perfect matchings necessary to cover the edge-set of a cub...
Berge and Fulkerson conjectured that for each cubic bridgeless graph there are six perfect matchings...
DOI
Add to ORKG