We study regular, normal and perfectly normal preorders by referring to suitable assumptions concerning the preorder and the topology of the space. We also present conditions for the existence of a countable continuous multi-utility representation, hence a Richter-Peleg multi- utility representation, by assuming the existence of a countable net weight
Normally preordered spaces and continuous multi-utilities
CATERINO, Alessandro
;CEPPITELLI, Rita
2016
Abstract
We study regular, normal and perfectly normal preorders by referring to suitable assumptions concerning the preorder and the topology of the space. We also present conditions for the existence of a countable continuous multi-utility representation, hence a Richter-Peleg multi- utility representation, by assuming the existence of a countable net weightFile in questo prodotto:
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