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 ...
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 ...
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 ...
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