Results 171 to 180 of about 10,065 (207)
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On fuzzy Laplace transform in linearly correlated fuzzy space
Soft Computing, 2022Francielle Santo Pedro +4 more
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Solution of a fuzzy differential equation with interactivity via Laplace transform
Journal of Intelligent & Fuzzy Systems, 2019In this paper, we consider a type of fuzzy harmonic oscillator described by a differential equation of the form x ″ + a 2 x = 0 with initial conditions given by fuzzy numbers. Here, we assume that x ″ ( t ) and
Salgado, Silvio Antônio Bueno +3 more
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2018
In this paper, we introduce a result for the intuitionistic fuzzy Laplace transforms. The related theorems and properties are proved in detail and we propose a procedure for solving second-order intuitionistic fuzzy differential equations by using the intuitionistic fuzzy Laplace transform method. Finally, we present an example to illustrate this work.
R. Ettoussi, Said Melliani, L. S. Chadli
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In this paper, we introduce a result for the intuitionistic fuzzy Laplace transforms. The related theorems and properties are proved in detail and we propose a procedure for solving second-order intuitionistic fuzzy differential equations by using the intuitionistic fuzzy Laplace transform method. Finally, we present an example to illustrate this work.
R. Ettoussi, Said Melliani, L. S. Chadli
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Soft Computing, 2014
The Laplace transform formula provide solutions to a fuzzy \(n\)th order differential equation which is interpreted by using the strongly generalized differentiability concept. This may confer solutions which have a decreasing length of their support. The related theorems and properties are proved in detail.
Barkhordari Ahmadi, M. +2 more
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The Laplace transform formula provide solutions to a fuzzy \(n\)th order differential equation which is interpreted by using the strongly generalized differentiability concept. This may confer solutions which have a decreasing length of their support. The related theorems and properties are proved in detail.
Barkhordari Ahmadi, M. +2 more
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Fuzzy Sets and Systems, 2019
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Gong, Zengtai, Hao, Yadong
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Gong, Zengtai, Hao, Yadong
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Fuzzy Laplace transform method for a fractional fuzzy economic model based on market equilibrium
Information ScienceszbMATH Open Web Interface contents unavailable due to conflicting licenses.
Fatemeh Babakordi +3 more
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Solving fuzzy fractional partial differential equations by fuzzy Laplace-Fourier transforms
2015In this paper, the solutions of linear fuzzy fractional partial differential equations (FFPDEs) under Caputo-type H-differentiability have been investigated. To this end, the fuzzy Laplace and fuzzy Fourier transform were used to obtain the solutions of FFPDEs.
KHODADADI, EKHTIAR, KARABACAK, Mesut
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Convergence of Fuzzy Conformable Laplace Transform
Applied Mathematics & Information Sciences, 2022openaire +1 more source
A study on fuzzy fractional equation using Laplace transform in quantum environment
Summary: This paper explores quantum \(q\)-fractional differential equation in the Caputo sense. The primary focus is on an equation incorporating a \(q\)-derivative and an unknown function \(f(x)\). The existence of solutions is established using the \(q\)-Laplace transform and \(q\)-Mittag-Leffler function.Palanisami, Dhanalakshmi +1 more
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2019
Semi-linear dynamical systems draw attention in many useful real world problems like population model, epidemic model, etc., they also occur in various applications involving parabolic equations. Now, when the modelling of such applications has inbuilt possibilistic uncertainty, it can be efficiently realized using fuzzy numbers.
Purnima Pandit, Payal Singh
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Semi-linear dynamical systems draw attention in many useful real world problems like population model, epidemic model, etc., they also occur in various applications involving parabolic equations. Now, when the modelling of such applications has inbuilt possibilistic uncertainty, it can be efficiently realized using fuzzy numbers.
Purnima Pandit, Payal Singh
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