Symmetric and isomorphic properties of qualitative probability structures on a finite set
A qualitative probability structure, , where is an algebra on the set X and [succeeds, curly equals] is a binary relation on , satisfies connectedness, transitivity, nontriviality, nonnegativity, and additivity. In this paper, we state and prove some isomorphic and symmetric properties of such structures.
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Volume (Year): 56 (2002)
Issue (Month): 3 (February)
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