Three-dimensional stable matching with hybrid preferences

Feng Zhang, Jing Li, Junxiang Fan, Huili Shen, Jian Shen and Hua Yu ()
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Feng Zhang: Shanghai Polytechnic University
Jing Li: Shanghai Jiaotong University
Junxiang Fan: Shanghai Jiaotong University
Huili Shen: Shanghai Jiaotong University
Jian Shen: Shanghai Jiaotong University
Hua Yu: Shanghai Jiaotong University

Journal of Combinatorial Optimization, 2019, vol. 37, issue 1, No 18, 330-336

Abstract: Abstract In this paper, we discuss the problem of stable matching with hybrid preferences among the three agent sets U, $$V_1$$ V 1 and $$V_2$$ V 2 . We consider two hybrid preferences. One is that the agents of set U has a strict preference to the agents of set $$V_1 \times V_2$$ V 1 × V 2 , and the agents of set $$V_1$$ V 1 and $$V_2$$ V 2 have a strict preference to the agents of set U respectively. The other is that the agents of set U has a strict preference to the agents of set $$V_1 \times V_2$$ V 1 × V 2 , and the agents of set $$V_1 \times V_2$$ V 1 × V 2 has a strict preference to the agents of set U.

Keywords: Three-dimensional stable matching; Hybrid preference; Algorithm (search for similar items in EconPapers)
Date: 2019
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Citations: View citations in EconPapers (8)

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DOI: 10.1007/s10878-017-0231-0

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