In this case the problem turns out to be the dual of a MinCut problem for one point extensions of a certain class of regular matroids. We discuss consequences ...
We focus on instances in which each letter occurs exactly twice, once in each of two given colors. In this case the problem turns out to be the dual of a MinCut.
We focus on instances in which each letter occurs exactly twice, once in each of two given colors. In this case the problem turns out to be the dual of a MinCut ...
We focus on instances in which each letter occurs exactly twice, once in each of two given colors. In this case the problem turns out to be the dual of a MinCut.
In this case the problem turns out to be the dual of a MinCut problem for one point extensions of a certain class of regular matroids. We discuss consequences ...
Nous nous proposons, dans ce chapitre, d'étudier une première heuristique en O(n*log(n)) pour le cas d'un flow-shop de permutation à trois machines, puis une ...
In the dual matroid, these two problems correspond to two more well-known problems: minimum cocircuit (minimum cut) resp. maximum flow. The name MaxFlow-MinCut ...
Also we discovered them in a problem motivated by a real world application (with Epping T, Lübecke M E: Max-Flow Min-Cut Duality for a Paint Shop Problem).
Aug 7, 2023 · The Min-Cut problem is about finding the minimum capacity of edges that, if removed from a network, would disconnect its source from its sink, ...
Missing: Paint Shop
By a famous result of Seymour [11] in some cases we have strong duality here, i.e. the MaxFlow-MinCut bound is tight, if M[A, 1] does not contain an F7-minor.