Skeptical Acceptance Probability

Given a semantics σ\sigma, the probability that an argument a∈Aa \in A of a PAF is skeptically accepted is the sum of the probabilities of all subframeworks F′F' in which aa is skeptically accepted: Pσ,s(a)=∑F′:a∈⋂σ(F′)P(F′)P_{\sigma,s}(a) = \sum_{F' : a \in \bigcap \sigma(F')} P(F').

Reference

Hunter, A. (2012). Some Foundations for Probabilistic Abstract Argumentation. In: Computational Models of Argument (COMMA 2012), FAIA 245, pp. 117–128. IOS Press.

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