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most citedOptimal Capacity Modification for Many-To-One Matching Problems

3 citations · 6 across the 18 of their papers we have counts for

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cs.GT2023

Computing Balanced Solutions for Large International Kidney Exchange Schemes When Cycle Length Is Unbounded

Márton Benedek, Péter Biró, Gergely Csáji +3

In kidney exchange programmes (KEP) patients may swap their incompatible donors leading to cycles of kidney transplants. Nowadays, countries try to merge their national patient-don…

math.CO2023

Permutation Tutte polynomial

Csongor Beke, Gergely Kál Csáji, Péter Csikvári +1

The classical Tutte polynomial is a two-variate polynomial associated to graphs or more generally, matroids. In this paper, we introduce a polynomial $\widetilde{T}_H(x,…

math.CO2023

The Merino--Welsh conjecture is false for matroids

Csongor Beke, Gergely Kál Csáji, Péter Csikvári +1

The matroidal version of the Merino--Welsh conjecture states that the Tutte polynomial of any matroid without loops and coloops satisfies that $$\max(T_M(2,0),T_M(0,…

cs.GT2023

Popular Matchings under Preference Variation and an Algorithm for Popular Common Bases with Integral Comparison Margins

Gergely Csáji

Preference information in matching markets may be incomplete, criterion-dependent, or noisy. We study popular and dominant matchings under four forms of preference variation: indep…

cs.GT2023

Weakly-Popular and Super-Popular Matchings with Ties and Their Connection to Stable Matchings

Gergely Csáji, Frederik Glitzner

The efficient computation of large matchings with desirable guarantees is a crucial objective in market design. However, even in simple two-sided matching markets with weak ordinal…

cs.GT2023★ 3 cited

Optimal Capacity Modification for Many-To-One Matching Problems

Jiehua Chen, Gergely Csáji

We consider many-to-one matching problems, where one side consists of students and the other side of schools with capacity constraints. We study how to optimally increase the capac…