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Order Relations, Convexities, and Jensen's Integral Inequalities in Interval and Fuzzy Spaces.

, , , и . NAFIPS, том 831 из Communications in Computer and Information Science, стр. 450-463. Springer, (2018)

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Luiz Cláudio ˜deœ Carvalho

Irene Melo de Carvalho

Crícia de Carvalho Rodegheri

Enrique Barros

Saulo Barros

 

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Fuzzy Initial Value Problems for Fuzzy Hypocycloid Curves., , , , и . FUZZ-IEEE, стр. 1-5. IEEE, (2019)A Survey on Fuzzy Differences., , и . IFSA-EUSFLAT, Atlantis Press, (2015)Banach spaces generated by strongly linearly independent fuzzy numbers., , , и . Fuzzy Sets Syst., (2021)Goodwin economic cycle via p-fuzzy system., , , , и . J. Intell. Fuzzy Syst., 38 (4): 4079-4090 (2020)Interactive Fuzzy Process: An Epidemiological Model., , и . NAFIPS, том 831 из Communications in Computer and Information Science, стр. 108-118. Springer, (2018)The use of t-norms in mathematical models of epidemics., и . FUZZ-IEEE, IEEE, (2013)Some Notes on the Addition of Interactive Fuzzy Numbers., , и . IFSA/NAFIPS, том 1000 из Advances in Intelligent Systems and Computing, стр. 246-257. Springer, (2019)Why Are Fuzzy and Stochastic Calculus Different?, и . NAFIPS, том 258 из Lecture Notes in Networks and Systems, стр. 79-91. Springer, (2021)On interactive fuzzy boundary value problems., , и . Fuzzy Sets Syst., (2019)Use of T-Norm in an Epidemiological Model for COVID-19., , , , и . NAFIPS, том 258 из Lecture Notes in Networks and Systems, стр. 253-264. Springer, (2021)