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Binary fuzzy relation 1 consistency condition 1 crisp choice function 1 strong completeness 1 transitivity 1
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FONO, LOUIS AIME 1 FOTSO, SIMEON 1
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New Mathematics and Natural Computation (NMNC) 1
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ON THE CONSISTENCY OF SOME CRISP CHOICE FUNCTIONS BASED ON A STRONGLY COMPLETE FUZZY PRE-ORDER
FOTSO, SIMEON; FONO, LOUIS AIME - In: New Mathematics and Natural Computation (NMNC) 08 (2012) 02, pp. 257-272
This paper presents the first part of a general study of the structure of nine preference-based choice functions introduced by Barrett et al.2 More precisely, we show that, as for crisp total pre-orders, first and last alternatives exist in a finite set of alternatives equipped with a strongly...
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