30,235 research outputs found
General conditioned and aimed information on fuzzy setting
In this paper we give a form of information for fuzzy sets, when it is conditioned and aimed
Pseudo-analysis: measures of general conditional information
The aim of this paper is to continue our study in the setting of pseudo-analysis. We shall present, by axiomatic way, the definition of measures of general conditional information and we shall study particular measure by using a system of functional equations
An independence property for general information
The aim of this paper was a generalization of independence propery proposed by Kampè de Fèriet and Forte in Information Theory withou probability, called "general infromation". Therefore, its application to fuzzy sets has been presented
General information conditioned by a variable event
The aim of this paper is to present, by axiomatic way, an idea about the general conditional information of a single, fixed fuzzy set when the conditioning fuzzy event is variable. The properties of this conditional information are translated in a system of functional equations. Some classes of solutions of this functional system are founded
General information for the union of not disjoint fuzzy sets
The aim of this paper is to propose a class of general information for the union of not disjoint sets. © 2012 Springer-Verlag
MEASURES OF LOCAL ENTROPIES FOR COMPOSITIVE FUZZY PARTITIONS
The aim of this paper is to characterize of the measures of entropies without probability or fuzzy measure for compositive fuzzy partitions, taking into account the so-called locality property. We propose a system of functional equations, whose solutions give some forms of entropies without probability or fuzzy measures
Aggregation operators for awareness of general information
The aim of this paper is to present a definition of awareness of information and some aggregation operators of this quantity. © 2012 Springer-Verlag Berlin Heidelberg
Aggregation operators of general aimed information
The aim of this paper is to introduce, by axiomatic way, the measure of the general (i.e. without probability) aimed information for crisp sets. We traslate the problem in a system of functional equation and we present a class of solutions; in the case of independence we characterize the solution. Finally, we give some aggregation operators for this form of information measures. © 2011. The authors - Published by Atlantis Press. © 2011. The authors - Published by Atlantis Press
On information reception and some of its aggregation oprators
The aim of this paper is to present a class of measures for information reception on crisp and fuzzy setting. Then, some aggragation operatorss for this reception are proposed
Aggregation operators and fuzzy measures on hypographs
summary:In a fuzzy measure space we study aggregation operators by means of the hypographs of the measurable functions. We extend the fuzzy measures associated to these operators to more general fuzzy measures and we study their properties
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