1,720,975 research outputs found

    Fuzzy partitions: a form of conditional entropy

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    We give a form of conditional entropy for fuzzy partition

    Aggregation operators for conditional crispness

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    In axiomatic way, in fuzzy setting, we introduce the measure of crispness and the measure of conditional clearness. For these measures we propose a functional form. Then, for the last measure, we give some aggregation operators

    Aggregation operators and fuzzy measure on hypographs

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    In a fuzzy measure space we study aggregation operators by means of the hypographs of the measurable functions. We extend the fuzzy mesures associated to these operations to more general fuzzy measures and we study their properties

    The "pseudo-remaining Cauchy equations"

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    In this paper,given a pseudo-addition and a fitting pseudo-multiplications, we consider and solve the pseudo-remaining Cauchy equations. They are the remaining Cauchy equations considered by Aczel, where the ordirary sum and multiplications are replaced by the pseudo-operations. This is a further application of the pseudo-operations,already used in the solution of Cauchy equations and in the axiomatic theory of generalized intergals

    Conditional entropy for union of fuzzy and crisp partitions

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    In this paper we introduce the conditional entropy without a fuzzy measure for the union of fuzzy partitions. We recall its properties and we solve the system of functional equations which derives from these conditions, taking into account the locality principle and the independence axiom

    Aggregations operators for conditional information without probability

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    In axiomatic way we give some form of aggregation operators for group of n , n in [0,+00] conditional informations without probability on fuzzy setting

    On two conditional entropy without probability

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    We generalize the conditional entropy without probability given by Benvenuti and we recognize that this form is the most general compatible with the given properties
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