The notion of entropy, recently generalized to capacities to measure their uniformity, is now extended to bi-capacities. We show that the resulting entropy measure has a very natural in- terpretation in terms of the Choquet integral and satisfies many natural properties that one would expect from an entropy measure.
Apr 1, 2007 · As discussed earlier, bi-capacities can be regarded as a natural generalization of capacities when the underlying evaluation scale is bipolar.
The notion of entropy, recently generalized to ca- pacities, is extended to bi-capacities and its main properties are studied. Keywords: Multicriteria decision ...
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The notion of entropy, recently generalized to capacities to measure their uniformity, is now extended to bi-capacities. We show that the resulting entropy ...
A weight-based approach to the measurement of the interaction among criteria in the framework of aggregation by the bipolar Choquet integral · I. Kojadinovic.
The notion of entropy, recently generalized to capacities to measure their uniformity, is now extended to bi-capacities. We show that the resulting entropy ...
We provide a survey of recent developments about capacities (or fuzzy measures) and ccoperative games in characteristic form, when they are defined on more ...
Kojadinovic, Ivan & Marichal, Jean-Luc, 2007. "Entropy of bi-capacities," European Journal of Operational Research, Elsevier, vol. 178(1), pages 168-184, ...
The notion of entropy, recently generalized to capacities to measure their uniformity, is now extended to bi-capacities. We show that the resulting entropy ...
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