Conditional Independence in Possibility Theory

@inproceedings{Fonck1994ConditionalII,
  title={Conditional Independence in Possibility Theory},
  author={Pascale Fonck},
  booktitle={UAI},
  year={1994}
}
Possibilistic conditional independence is in­ vestigated : we propose a definition of this notion similar to the one used in probability theory. The links between independence and no-interactivity are investigated, and proper­ ties of these relations are given. The influ­ ence of the conjunction used to define a con­ ditional measure of possibility is also high­ lighted : we examine three types of conjunc­ tions : Lukasiewicz like T-norms, product­ like T-norms and the minimum operator. 
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