Solution of a fuzzy differential equation with interactivity via fuzzy Laplace transform

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Author(s):	Salgado, S. A. B. ; Barros, L. C. ; Esmi, E. ; Liu, J ; Lu, J ; Xu, Y ; Martinez, L ; Kerre, EE Total Authors: 8
Document type:	Journal article
Source:	DATA SCIENCE AND KNOWLEDGE ENGINEERING FOR SENSING DECISION SUPPORT; v. 11, p. 6-pg., 2018-01-01.
Abstract
This presentation considers a type of fuzzy harmonic oscillator described by differential equation of the form x '' + a(2)x = 0 with initial conditions given by fuzzy numbers, where x ''(t) and x(t) are linearly correlated fuzzy numbers for each t. We obtain a solution for this problem using a fuzzy Laplace transform method. (AU)

FAPESP's process:	16/26040-7 - Differential and integral calculus based on arithmetic of interactive fuzzy numbers
Grantee:	Estevão Esmi Laureano
Support Opportunities:	Regular Research Grants