BONIFACIO, AGUSTÍN G.; JUAREZ, NOELIA; NEME, PABLO; OVIEDO, JORGE

Cycles to compute the full set of many-to-many stable matchings

Mathematical Social Sciences; Año: 2022

JUÁREZ, NOELIA; NEME, PABLO; OVIEDO, JORGE

Lattice structure of the random stable set in many-to-many matching markets

Games and Economic Behavior; Año: 2022 vol. 132 p. 255 - 273

NEME, PABLO; OVIEDO, JORGE

On the set of many-to-one strongly stable fractional matchings

Mathematical Social Sciences; Año: 2021 vol. 110 p. 1 - 13

NEME, PABLO; OVIEDO, JORGE

A note on the lattice structure for matching markets via linear programming

Journal of Dynamics & Games; Año: 2021 vol. 8 p. 61 - 67

BONIFACIO, AGUSTÍN; IÑARRA, ELENA; NEME, PABLO

NON-CONVERGENCE TO STABILITY IN COALITION FORMATION GAMES.

PROCEEDINGS OF VIII CONGRESO DE MATEMÁTICA APLICADA, COMPUTACIONAL E INDUSTRIAL; Lugar: La Plata; Año: 2021 vol. 8

JUAREZ, NOELIA; NEME, PABLO A.; OVIEDO, JORGE

Marriage Market with Indifferences: A Linear Programming Approach

Journal of the Operations Research Society of China; Año: 2021

JUAREZ NOELIA; NEME, PABLO; JORGE OVIEDO

LATTICE STRUCTURE OF THE RANDOM STABLE SET IN MANY-TO-MANY MATCHING MARKETS.

PROCEEDINGS OF VIII CONGRESO DE MATEMÁTICA APLICADA, COMPUTACIONAL E INDUSTRIAL.; Lugar: La Plata; Año: 2021 vol. 8

NEME, PABLO A.; OVIEDO, JORGE

A characterization of strongly stable fractional matchings

TOP; Año: 2019

NEME, PABLO A.; JORGE OVIEDO

The strongly ex-antee random matching set

VII congreso de matematica aplicada, computacional e industrial; Lugar: Rio Cuarto; Año: 2019 vol. 7 p. 89 - 92

NEME, PABLO A.; JORGE OVIEDO

A characterization of a strong stable fractional matching

LI Reunión Anual, Asociación Argentina de Econimía Politica; Lugar: Tucuman; Año: 2016 vol. 2019