An extension theorem for coherent conditional probabilities is given, that is a generalization of Dubins'extension theorems for finitely additive conditional probabilities. In this way, we show that the algebraic hypothesis in Dubins'theorem are not essential.
Sull'estensione delle probabilità subordinate
HOLZER, SILVANO
1984-01-01
Abstract
An extension theorem for coherent conditional probabilities is given, that is a generalization of Dubins'extension theorems for finitely additive conditional probabilities. In this way, we show that the algebraic hypothesis in Dubins'theorem are not essential.File in questo prodotto:
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