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AA00260492-19910001-0021.pdf
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Download
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:427.2 KB
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| Last updated |
:Dec 27, 2009 |
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Total downloads since Dec 27, 2009 : 1237
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| Title |
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NON-MINORITY RULES: NECESSARY AND SUFFICIENT CONDITION FOR QUASI-TRANSITIVITY WITH QUASI-TRANSITIVE INDIVIDUAL PREFERENCES
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JAIN, Satish K.
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Jawaharlal Nehru University
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Keio Economic Society, Keio University
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1991
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Keio economic studies
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28
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1
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1991
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| Start page |
21
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27
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| Abstract |
It is shown that, under the assumption that individual weak preference relations are reflexive, connected and quasi-transitive, a necessary and sufficient condition for quasi-transitivity under every non-minority rule, which is different from weak Pareto-extension rule, is that the strict Latin Square unique value restriction holds over every triple of alternatives.
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