The connections between coherent probabilities and possibilities are studied from an inferential point of view. We introduce a condition of weak logical independence between two partitions ℒ and ℒ′ assuring that the upper envelope of the extensions of a coherent probability on ℒ is a possibility on the algebra generated by ℒ′. ©2008 IEEE
A possibility distribution is regarded as a knowledge representation. The measure of ignorance and f...
This paper points out that there exists a relationship between the principle of Maximal Entropy (ME)...
International audienceNew semantics for numerical values given to possibility measures are provided....
By means of a logical condition between two partitions ℒ and ℒ′ ("weak logical independence"), we fi...
This paper deals with the upper and lower bounds of a class of uncertainty measures endowed with par...
The paper studies the connection between comparative probability and comparative plausibility, with ...
In probability theory the notion of coherence has been introduced by de Finetti in terms of bets and...
AbstractNumerical possibility measures can be interpreted as systems of upper betting rates for even...
Conditioning for (non-additive) uncertainty measures is still an open problem. This is essentially d...
It is shown that the notion of conditional possibility can be consistently introduced in possibility...
The introduction of the notion of independence in possibility theory is a problem of long-standing i...
The subtle notion of conditioning is controversial in several contexts, for example in possibility t...
AbstractIn this paper, a semantic basis for Possibility Theory based on likelihood functions is pres...
We explore the relationship between p-boxes on totally preordered spaces and possibility measures. W...
International audienceIn this paper, we study the conjunction of possibility measures when they are ...
A possibility distribution is regarded as a knowledge representation. The measure of ignorance and f...
This paper points out that there exists a relationship between the principle of Maximal Entropy (ME)...
International audienceNew semantics for numerical values given to possibility measures are provided....
By means of a logical condition between two partitions ℒ and ℒ′ ("weak logical independence"), we fi...
This paper deals with the upper and lower bounds of a class of uncertainty measures endowed with par...
The paper studies the connection between comparative probability and comparative plausibility, with ...
In probability theory the notion of coherence has been introduced by de Finetti in terms of bets and...
AbstractNumerical possibility measures can be interpreted as systems of upper betting rates for even...
Conditioning for (non-additive) uncertainty measures is still an open problem. This is essentially d...
It is shown that the notion of conditional possibility can be consistently introduced in possibility...
The introduction of the notion of independence in possibility theory is a problem of long-standing i...
The subtle notion of conditioning is controversial in several contexts, for example in possibility t...
AbstractIn this paper, a semantic basis for Possibility Theory based on likelihood functions is pres...
We explore the relationship between p-boxes on totally preordered spaces and possibility measures. W...
International audienceIn this paper, we study the conjunction of possibility measures when they are ...
A possibility distribution is regarded as a knowledge representation. The measure of ignorance and f...
This paper points out that there exists a relationship between the principle of Maximal Entropy (ME)...
International audienceNew semantics for numerical values given to possibility measures are provided....