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Goldstein's dilemma: require countable additivity or abandon “prevision of prevision”
Journal of Statistical Planning and Inference, 2001Joseph B. Kadane +2 more
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2008
Abstract We prove that the theory of coherent previsions by Bruno de Finetti can be framed in the theory of join systems, where a join system is a set with a hyperoperation satisfying a given set of “geometric” properties. A prevision by Bruno de Finetti is a point of a particular Euclidean space and the conditions for a prevision is coherent are the ...
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Abstract We prove that the theory of coherent previsions by Bruno de Finetti can be framed in the theory of join systems, where a join system is a set with a hyperoperation satisfying a given set of “geometric” properties. A prevision by Bruno de Finetti is a point of a particular Euclidean space and the conditions for a prevision is coherent are the ...
openaire +1 more source