Idealness and 2-resistant sets
Abdi, A.
& Cornuéjols, G.
(2019).
Idealness and 2-resistant sets.
Operations Research Letters,
47(5), 358-362.
https://doi.org/10.1016/j.orl.2019.06.006
& Cornuéjols, G.
(2019).
Idealness and 2-resistant sets.
Operations Research Letters,
47(5), 358-362.
https://doi.org/10.1016/j.orl.2019.06.006
A subset of the unit hypercube {0,1}n is cube-ideal if its convex hull is described by hypercube and generalized set covering inequalities. In this note, we study sets S⊆{0,1}n such that, for any subset X⊆{0,1}n of cardinality at most 2, S∪X is cube-ideal.
