G. de Cooman and D. Ayles. Supremum preserving upper probabilities. Information Sciences, 1998. Home/Search Document Details and Download
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The Consensus Operator for Combining Beliefs - Jøsang (2002) (1 citation) (Correct)
....should not be interpreted as probabilities, instead there is a surjective (onto) mapping from the belief space to the probability space. Belief and possibility functions have been interpreted as upper and lower probability bounds respectively (see e.g. Halpern Fagin [16] and de Cooman Ayles [17]) Belief functions can be useful for estimating probability values but not to set bounds, because the probability of a real event can never be determined with absolute certainty, and neither can upper and lower bounds to it. Our view is that probability always is a subjective notion, inasmuch as ....
G. de Cooman and D. Ayles. Supremum preserving upper probabilities. Information Sciences, 1998.
Practical Implementation of Possibilistic Probability.. - Gilbert, de Cooman, Kerre (2000) (1 citation) Self-citation (De cooman) (Correct)
....where we propose to use possibilistic probabilities to model the linguistic probability assessments. Possibilistic probabilities can be interpreted as a model where the second order uncertainty is represented by a possibility measure, which is a special type of coherent imprecise probability model [5]. A justi cation for using a possibility measure for modelling linguistic assessments can be found in [4, 14, 16] Two types of possibilistic second order models can be distinguished: global models, as in [15] where the second order uncertainty concerns an unknown probability measure; and local ....
G. de Cooman and D. Aeyels. Supremum preserving upper probabilities. Information Sciences, 118:173-212, 1998.
The Consensus Operator for Combining Beliefs - Audun Jsang Distributed (2002) (1 citation) (Correct)
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G. de Cooman and D. Ayles. Supremum preserving upper probabilities. Information Sciences, 1998.
Convex Imprecise Previsions: Basic Issues and Applications - Pelessoni, Vicig (Correct)
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G. de Cooman, D. Aeyels. Supremum preserving upper probabilities. Information Sciences, 118:173--212, 1999.
A Logic For Uncertain Probabilities - Jøsang (2001) (Correct)
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G. de Cooman and D. Ayles. Supremum preserving upper probabilities. Information Sciences, 1998.
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