ON THE MAXIMUM-ENTROPY PROBABILITY WHICH IS CONSISTENT WITH A CONVEX CAPACITY
Jean‐Yves Jaffray · International Journal of Uncertainty Fuzziness and Knowledge-Based Systems · 1995
The solution of Meyerowitz, Richman and Walker to the problem of determining the maximum-entropy probability consistent with a belief function (an ∞-monotone capacity) is shown to remain valid in the case of a convex (i.e., 2-monotone) capacity.