The so called "Wang's premium" is the well known principle of premium calculation expressed by means of the Choquet integral with respect to a (concave) distorted probability. In this paper we present a simple axiomatization of a sublinear Wang's premium which is based on considerations related to the uniform continuity of a comonotone subadditive and monotone premium functional on the space of all bounded risks on a probability space.
A note on the axiomatization of Wang premium principle by means of continuity considerations / Bosi, Gianni; Zuanon, M.. - In: ECONOMICS BULLETIN. - ISSN 1545-2921. - ELETTRONICO. - 4:32(2012), pp. 3158-3165.
A note on the axiomatization of Wang premium principle by means of continuity considerations
BOSI, GIANNI;
2012-01-01
Abstract
The so called "Wang's premium" is the well known principle of premium calculation expressed by means of the Choquet integral with respect to a (concave) distorted probability. In this paper we present a simple axiomatization of a sublinear Wang's premium which is based on considerations related to the uniform continuity of a comonotone subadditive and monotone premium functional on the space of all bounded risks on a probability space.Pubblicazioni consigliate
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