Some properties of convergence for Archimedean t-conorms are analyzed and a definition of independence for events, evaluated by a decomposable measure, is introduced. This definition generalize the concept of independence provided by Kruse and Qiang for the lambda- additive fuzzy measures. Then related properties of Borel-Cantelli's type are stated.
Independence and convergence in non additive settings / D'Apuzzo, Livia; Cavallo, B.; Squillante, M.. - STAMPA. - (2007), pp. 177-184. (Intervento presentato al convegno Eurofuse Workshop: New Trends in Preference Modelling tenutosi a Jaén, Spain nel April 11-13, 2007).
Independence and convergence in non additive settings
D'APUZZO, LIVIA;B. Cavallo;
2007
Abstract
Some properties of convergence for Archimedean t-conorms are analyzed and a definition of independence for events, evaluated by a decomposable measure, is introduced. This definition generalize the concept of independence provided by Kruse and Qiang for the lambda- additive fuzzy measures. Then related properties of Borel-Cantelli's type are stated.File in questo prodotto:
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