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.
Guerra, M.L., Stefanini, L. (2016). Crisp profile symmetric decomposition of fuzzy numbers. APPLIED MATHEMATICAL SCIENCES, 10(28), 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.File in questo prodotto:
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