| On De Finetti Coherence and Kolmogorov Probability (2004) | |||||||||||||
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| This article addresses the problem of existence of a countably additive probability measure in the sense of Kolmogorov that is consistent with a probability assignment to a family of sets which is coherent in the sense of De Finetti. Key words: probability assignment, coherence condition, subjective probability, countably additive probability This work done while visiting the Laboratory for Information and Decision Systems. Massachusetts Institute of Technology. This research supported by Grant No. III 5(12)/96-ET from the Department of Science and Technology, Government of India and the U.S. Army Research O#ce under the MURI Grant: Data Fusion in Large Arrays of Microsensors DAAD19-00-1-0466. | |||||||||||||
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