A modified version of the first-order logic of probability presented in (Halpern 1990) - with probability on possible worlds - makes it possible to formulate an alternative characterisation of fuzzy sets. In this approach, fuzzy sets are no longer seen as primitive entities with an intuitive justification, but rather as structured entities emerging in a suitable logical framework. Some fuzzy techniques of practical relevance are shown to be encodable in this way. In addition, the resulting approach leads to a clearer epistemological analysis in that it clarifies the purposive nature of the kind of uncertainty that can be modelled by fuzziness
In this paper we first outline the shortcomings of classical binary logic and Cantor's set theory in...
Zadeh proposed and developed the theory of approximate reasoning in a long series of papers in the 1...
The term Fuzzy mathematics is related to research and treatment of phenomenon of ambiguity. Fuzzines...
A modified version of the first-order logic of probability presented in (Halpern 1990) - with probab...
DP336 (Conférencier invité)International audienceAs acknowledged for a long time, sets may have a co...
Many discussions have been made on the problem of (i) What are Fuzzy Sets? since the origin of the t...
The theory of fuzzy sets allows to analyze insufficiently precise, accurate, complete phenomena whic...
The theory of fuzzy sets allows to analyze insufficiently precise, accurate, complete phenomenawhich...
International audienceSets, hence fuzzy sets, may have a conjunctive or a disjunctive reading. In th...
This paper discusses basic notions underlying fuzzy sets, especially gradualness, uncertainty, vague...
We start by describing the nature of imperfect data, and giving an overview of the various models th...
Probability theory and fuzzy logic have been presented as quite distinct theoretical foundations for...
In the present paper the question whether uncertainty and fuzziness present themselves and behave in...
Real world is featured with complex phenomenons. As uncertainty is inevitably involved in problems a...
International audiencePossibility theory was coined by L.A. Zadeh in the late seventies as an approa...
In this paper we first outline the shortcomings of classical binary logic and Cantor's set theory in...
Zadeh proposed and developed the theory of approximate reasoning in a long series of papers in the 1...
The term Fuzzy mathematics is related to research and treatment of phenomenon of ambiguity. Fuzzines...
A modified version of the first-order logic of probability presented in (Halpern 1990) - with probab...
DP336 (Conférencier invité)International audienceAs acknowledged for a long time, sets may have a co...
Many discussions have been made on the problem of (i) What are Fuzzy Sets? since the origin of the t...
The theory of fuzzy sets allows to analyze insufficiently precise, accurate, complete phenomena whic...
The theory of fuzzy sets allows to analyze insufficiently precise, accurate, complete phenomenawhich...
International audienceSets, hence fuzzy sets, may have a conjunctive or a disjunctive reading. In th...
This paper discusses basic notions underlying fuzzy sets, especially gradualness, uncertainty, vague...
We start by describing the nature of imperfect data, and giving an overview of the various models th...
Probability theory and fuzzy logic have been presented as quite distinct theoretical foundations for...
In the present paper the question whether uncertainty and fuzziness present themselves and behave in...
Real world is featured with complex phenomenons. As uncertainty is inevitably involved in problems a...
International audiencePossibility theory was coined by L.A. Zadeh in the late seventies as an approa...
In this paper we first outline the shortcomings of classical binary logic and Cantor's set theory in...
Zadeh proposed and developed the theory of approximate reasoning in a long series of papers in the 1...
The term Fuzzy mathematics is related to research and treatment of phenomenon of ambiguity. Fuzzines...