The connections between coherent probabilities and possibilities are studied from an inferential point of view. We introduce a condition of weak logical independence between two partitions ℒ and ℒ′ assuring that the upper envelope of the extensions of a coherent probability on ℒ is a possibility on the algebra generated by ℒ′.
Possibility measures through a probabilistic inferential process
COLETTI, Giulianella;
2008
Abstract
The connections between coherent probabilities and possibilities are studied from an inferential point of view. We introduce a condition of weak logical independence between two partitions ℒ and ℒ′ assuring that the upper envelope of the extensions of a coherent probability on ℒ is a possibility on the algebra generated by ℒ′.File in questo prodotto:
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