Baïou and Balinski characterized the stable admissions polytope using a system of linear inequalities. The structure of feasible solutions to this system of inequalities-fractional stable matchings-is ...

Following up a recent work by Ashlagi, Kanoria, and Leshno, we study a stable matching problem with unequal side sizes, 𝑛 "men" and 𝑁 > 𝑛 "women," whose preferences for a partner are uniformly ...

Market design and stable matching theory form the cornerstone of modern economic mechanism design, addressing the fundamental challenge of allocating scarce resources amid complex and often ...

Roth, A. E., and M. Sotomayor. "Stable Outcomes in Discrete and Continuous Models of Two-Sided Matching: A Unified Treatment." Revista de econometria 16, no. 2 (November 1996): 1–24.