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General Paper

The Application of the Stable Marriage Assignment to University Admissions

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Pages 425-433 | Published online: 19 Dec 2017

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N.D. Francis. (1987) The stability of marriage and university admissions—zero-one programming method. International Journal of Computer Mathematics 21:2, pages 109-122.
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Articles from other publishers (11)

Marco LiCalzi. (2022) Bipartite choices. Decisions in Economics and Finance 45:2, pages 551-568.
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Jing Chang, Hua Li & Bingzhen Sun. (2019) Matching Knowledge Suppliers and Demanders on a Digital Platform: A Novel Method. IEEE Access, pages 1-1.
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Pavlos Eirinakis, Dimitrios Magos & Ioannis Mourtos. (2018) The stable -matching polytope revisited . Discrete Applied Mathematics 250, pages 186-201.
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Feng Liu, Tao Lv, Muhammad Sajid & Xiaoxiao Li. (2018) Optimization for China’s coal flow based on matching supply and demand sides. Resources, Conservation and Recycling 129, pages 345-354.
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Alvin E. Roth. (2015) Why do stable clearinghouses work so well? - Small sets of stable matchings in typical environments, and the limits-on-manipulation theorem of Demange, Gale and Sotomayor. Journal of Dynamics and Games 2:3/4, pages 331-340.
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Pavlos Eirinakis, Dimitrios Magos & Ioannis Mourtos. (2014) Blockers and antiblockers of stable matchings. Theoretical Computer Science 524, pages 126-133.
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David Gunderson. 2010. Handbook of Mathematical Induction. Handbook of Mathematical Induction 823 863 .
Alvin E. Roth & Marilda Sotomayor. 1992. 485 541 .
N. D. Francis & D. I. Fleming. (1985) Optimum allocation of places to students in a national university system. BIT 25:2, pages 307-317.
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Stephen Y. Itoga. (1983) A probabilistic version of the stable marriage problem. BIT 23:2, pages 161-169.
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Peter Gärdenfors. (1975) Match making: Assignments based on bilateral preferences. Behavioral Science 20:3, pages 166-173.
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