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Dejan Trifunović
Faculty of Economics, University of Belgrade, Belgrade, The Republic of Serbia
In this paper, we present the problem of matching students to schools by using different matching mechanisms. This market is specific since public schools are free and the price mechanism cannot be used to determine the optimal allocation of children in schools. Therefore, it is necessary to use different matching algorithms that mimic the market mechanism and enable us to determine the core of the cooperative game. In this paper, we will determine that it is possible to apply cooperative game theory in matching problems. This review paper is based on illustrative examples aiming to compare matching algorithms in terms of the incentive compatibility, stability and efficiency of the matching. In this paper we will present some specific problems that may occur in matching, such as improving the quality of schools, favoring minority students, the limited length of the list of preferences and generating strict priorities from weak priorities.
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Since March 2015, the Journal is indexed in DOAJ
Since November 2013, the Journal is indexed in ProQuest – ABI/INFORM
Since October 2013, the Journal is indexed in Cabell’s Directories
Since September 2013, the Journal is indexed in Index Copernicus Journals Master List 2012
Since March 2013, the Journal has been evaluated and accepted for listing in EconLit (American Economic Association Publications)
Since January 2013, the Journal has been included into EBSCO’s databases
Since November 2012, the Journal has been included into Ulrich’s Periodicals Directory
Since March 2015, the Journal is indexed in DOAJ
Since November 2013, the Journal is indexed in ProQuest – ABI/INFORM
Since October 2013, the Journal is indexed in Cabell’s Directories
Since September 2013, the Journal is indexed in Index Copernicus Journals Master List 2012
Since March 2013, the Journal has been evaluated and accepted for listing in EconLit (American Economic Association Publications)
Since January 2013, the Journal has been included into EBSCO’s databases
Since November 2012, the Journal has been included into Ulrich’s Periodicals Directory