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Citations in EconPapers for

Adam Kapor; Christopher Neilson and Seth Zimmerman, (2017), Heterogeneous Beliefs and School Choice Mechanisms, Working Papers, Princeton University, Department of Economics, Industrial Relations Section.

8 citing papers found in EconPapers

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1

Andrabi, Tahir; Jishnu Das; Asim Ijaz Khwaja; Selcuk Ozyurt and Niharika Singh, (2018), Upping the Ante: The Equilibrium Effects of Unconditional Grants to Private Schools, Working Paper Series, Harvard University, John F. Kennedy School of Government

Bo, Shiyu; Jing Liu; Ji-Liang Shiu; Yan Song and Sen Zhou, (2019), Admission mechanisms and the mismatch between colleges and students: Evidence from a large administrative dataset from China, Economics of Education Review, 68, (C), 27-37

Bodoh-Creed, Aaron L., (2020), Optimizing for Distributional Goals in School Choice Problems, Management Science, 66, (8), 3657-3676

Cao, Yuan, (2020), Centralized assignment mechanisms and assortative matching: Evidence from Chinese universities, Journal of Economic Behavior & Organization, 177, (C), 255-276

Chen, Li and Juan Sebastián Pereyra, (2019), Self-selection in school choice, Games and Economic Behavior, 117, (C), 59-81

Hastings, Justine; Christopher Neilson and Seth Zimmerman, (2015), The Effects of Earnings Disclosure on College Enrollment Decisions, Working Papers, Princeton University. Economics Department.

Macartney, Hugh and John Singleton, (2018), School boards and student segregation, Journal of Public Economics, 164, (C), 165-182

Magnac, Thierry, (2018), Quels étudiants pour quelles universités ? Analyses empiriques de mécanismes d'allocation centralisée, No 18-899, TSE Working Papers, Toulouse School of Economics (TSE)

More citation analysis at CitEc.

The citation and reference data is supplied by Citations in Economics. The data is obtained through machine analysis of the full text files for papers available in EconPapers. Currently only freely available full text files are analysed and results are only included for files which could be parsed without errors.

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