Quotation Haas, Christian. 2020. Two-Sided Matching with Indifferences: Using Heuristics to Improve Properties of Stable Matchings. Computational Economics. 1-34.


RIS


BibTeX

Abstract

Two-Sided Matching is a widely used approach to allocate resources based on preferences. In Two-Sided Matching problems where indifferences are allowed in the preference lists, finding stable matchings with certain properties is known to be NP-hard and, in some instances, even NP-hard to approximate. This article, therefore, considers the use of heuristics in Two-Sided Matching scenarios with indifferences to find and explore potential solutions and their properties. Two heuristics, a Genetic Algorithm and Threshold Accepting, are compared to existing approaches with respect to their ability to generate alternative stable solutions based on initially stable matchings for scenarios with either complete or incomplete preferences. The evaluation shows that using these types of heuristics is a valid approach to obtain matchings with improved properties such as fairness or average matched rank, compared to existing algorithms. Overall, this approach allows for the exploration of alternative stable matchings and subsequent selection of a best solution given selected evaluation criteria.

Tags

Press 'enter' for creating the tag

Publication's profile

Status of publication Published
Affiliation External
Type of publication Journal article
Journal Computational Economics
Citation Index SSCI
Language English
Title Two-Sided Matching with Indifferences: Using Heuristics to Improve Properties of Stable Matchings
Year 2020
Page from 1
Page to 34
Reviewed? Y
URL https://link.springer.com/article/10.1007%2Fs10614-020-10006-4
DOI https://doi.org/10.1007/s10614-020-10006-4
Open Access Y
Open Access Link https://doi.org/10.1007/s10614-020-10006-4

Associations

People
Haas, Christian (Details)
Google Scholar: Search