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Main Authors: Guiñazú, Nadia, Juarez, Noelia, Manasero, Paola, Neme, Pablo, Oviedo, Jorge
Format: Preprint
Published: 2026
Subjects:
Online Access:https://arxiv.org/abs/2604.18299
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author Guiñazú, Nadia
Juarez, Noelia
Manasero, Paola
Neme, Pablo
Oviedo, Jorge
author_facet Guiñazú, Nadia
Juarez, Noelia
Manasero, Paola
Neme, Pablo
Oviedo, Jorge
contents We study the existence of pairwise stable allocations in matching markets with contracts and propose a domain restriction that guarantees their existence. Specifically, we define pseudo-substitutable preferences, a domain that strictly extends the classical notion of substitutability while still preserving the existence of pairwise stable allocations. This domain accommodates limited complementarities among contracts while retaining enough structure to preserve the key stability properties of substitutable preferences. Moreover, we show that, among all preference domains that contain the classical substitutable domain and guarantee the existence of pairwise stable allocations, the pseudo-substitutable domain is maximal. Our results establish that pairwise stability extends well beyond the classical substitutable domain.
format Preprint
id arxiv_https___arxiv_org_abs_2604_18299
institution arXiv
publishDate 2026
record_format arxiv
spellingShingle Pseudo-Substitutability: A Maximal Domain for Pairwise Stability in Matching Markets with Contracts
Guiñazú, Nadia
Juarez, Noelia
Manasero, Paola
Neme, Pablo
Oviedo, Jorge
Theoretical Economics
We study the existence of pairwise stable allocations in matching markets with contracts and propose a domain restriction that guarantees their existence. Specifically, we define pseudo-substitutable preferences, a domain that strictly extends the classical notion of substitutability while still preserving the existence of pairwise stable allocations. This domain accommodates limited complementarities among contracts while retaining enough structure to preserve the key stability properties of substitutable preferences. Moreover, we show that, among all preference domains that contain the classical substitutable domain and guarantee the existence of pairwise stable allocations, the pseudo-substitutable domain is maximal. Our results establish that pairwise stability extends well beyond the classical substitutable domain.
title Pseudo-Substitutability: A Maximal Domain for Pairwise Stability in Matching Markets with Contracts
topic Theoretical Economics
url https://arxiv.org/abs/2604.18299