info:eu-repo/semantics/article
Stable Matchings in the Marriage Model with Indifferences
Fecha
2020-08Registro en:
Juarez, Noelia Mariel; Oviedo, Jorge Armando; Stable Matchings in the Marriage Model with Indifferences; Operations Research Society of China; Journal of the Operations Research Society of China; 8-2020; 1-32
2194-668X
2194-6698
CONICET Digital
CONICET
Autor
Juarez, Noelia Mariel
Oviedo, Jorge Armando
Resumen
For the marriage model with indifferences, we define an equivalence relation over the stable matching set. We identify a sufficient condition, the closing property, under which we can extend results of the classical model (without indifferences) to the equivalence classes of the stable matching set. This condition allows us to extend the lattice structure over classes of equivalences and the rural hospital theorem.