The present paper investigates the crisp profile symmetric decomposition in order to analyze its properties when working with fuzzy arithmetic operations and shape-preservation (symmetry). We are also interested in the definition of generalized differentiability based on the mentioned decomposition.

Crisp profile symmetric decomposition of fuzzy numbers / Guerra, Maria Letizia; Stefanini, Luciano. - In: APPLIED MATHEMATICAL SCIENCES. - ISSN 1312-885X. - STAMPA. - 10:28(2016), pp. 1373-1389. [10.12988/ams.2016.59598]

Crisp profile symmetric decomposition of fuzzy numbers

GUERRA, MARIA LETIZIA;STEFANINI, LUCIANO
2016

Abstract

The present paper investigates the crisp profile symmetric decomposition in order to analyze its properties when working with fuzzy arithmetic operations and shape-preservation (symmetry). We are also interested in the definition of generalized differentiability based on the mentioned decomposition.
2016
Crisp profile symmetric decomposition of fuzzy numbers / Guerra, Maria Letizia; Stefanini, Luciano. - In: APPLIED MATHEMATICAL SCIENCES. - ISSN 1312-885X. - STAMPA. - 10:28(2016), pp. 1373-1389. [10.12988/ams.2016.59598]
Guerra, Maria Letizia; Stefanini, Luciano
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11585/583955
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