[PDF] Top 20 Method For Solving Fuzzy Integro-Differential Equation By Using Fuzzy Laplace Transformation
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Method For Solving Fuzzy Integro-Differential Equation By Using Fuzzy Laplace Transformation
... A fuzzy number is a fuzzy subset of the real line R ...all fuzzy numbers which are upper semi continuous and have compact ...a fuzzy real number u for 0 < 1, defined as [𝑢] 𝛼 = { t R ... See full document
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Generalized H-differentiability for solving second order linear fuzzy differential equations
... for solving the second order fuzzy differential equations (FDE) with fuzzy initial value, under strongly generalized H-differentiability is ...presented. Solving first order ... See full document
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Variational iteration method for solving nth-order fuzzy integro-differential equations
... converging to α ∈ (0, 1], then the family [v(α), v(α)], 0 < α ≤ 1, represent the α-level sets of a fuzzy number v in E. Conversely if [v(α), v(α)], 0 < α ≤ 1, are the α-level sets of a fuzzy number e ... See full document
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Solving nth Order Integro Differential Equations Using the Combined Laplace Transform Adomian Decomposition Method
... . Comparing it with the HPM and VIM results given in [1,2], we notice that the result obtained by the present method is very superior (lower error com- bined with less number of iterations) to that obtained by HPM ... See full document
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The Use of Fuzzy Variational Iteration Method For Solving Second-Order Fuzzy Abel-Volterra Integro-Differential Equations
... paper, fuzzy variational iteration method (FVIM) is proposed to solve the second- order fuzzy Abel-Volterra integro-differential ...proposed method are proved in details is ... See full document
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Variational iterative method: an appropriate numerical scheme for solving system of linear Volterra fuzzy integro differential equations
... Volterra fuzzy integro-differential equations, our solutions of the variational iteration method and the demonstration are given in ...Volterra fuzzy integro-differential system is ... See full document
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Application of reproducing kernel Hilbert space method for solving second order fuzzy Volterra integro differential equations
... new method that determines an efficient numerical procedure for solving second-order fuzzy Volterra integro-differential equations in a Hilbert ...This method illustrates the ability of ... See full document
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A Fuzzy Power Series Method for Solving Fuzzy Differential Equations With Fractional Order
... u differential equations have excited in recent zzy fractional calculus and fuzzy fractional years as a considerable interest both in math- ematics and ...of fuzzy fractional differential ... See full document
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Numerical Solution of Laplace Equation using Fuzzy Data
... partial differential equation taking Laplace Equation in two variable into ...While solving this equation numerically at different grid points, on the other hand we want to ... See full document
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Approximation the fuzzy solution of the non linear fuzzy Volterra integro differential equation using fixed point theorems
... are fuzzy-valued functions (f, x : (a, b) → E where E is the set of all fuzzy numbers) and k is a crisp function on real ...of fuzzy function, using the Lebesgue type concept for ...Numerical ... See full document
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Laplace Discrete Adomian Decomposition Method for Solving Nonlinear Integro Differential Equations
... DOI: 10.4236/jamp.2019.76093 1406 Journal of Applied Mathematics and Physics [10] Bakodah, H.O. (2012) A Comparison Study between a Chebyshev Collocation Me- thod and the Adomian Decomposition Method for ... See full document
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A method for solving first order fuzzy differential equation
... Omolbanin Sedaghatfar was born in the Tehran, Shahr-e-rey in 1982. She received B.Sc and M.Sc de- gree in applied mathematics from Zahedan Branch, Tehran - Science and Research Branch, IAU , re- spectively, and his Ph.D ... See full document
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Differential transformation method for solving fuzzy differential inclusions by fuzzy partitions
... the fuzzy derivative concept In this case we should try to transform m fuzzy dif- ferential equations to crisp differential equa- tion by using one of the fuzzy ...the fuzzy ... See full document
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Solving second order fuzzy differential equations by the fuzzy Laplace transform method
... the fuzzy Laplace transforms of a fuzzy func- tion and its second derivative is established and ...solve fuzzy linear second-order differential equations (FDEs) using the fuzzy ... See full document
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Solving Fuzzy Fractional Differential Equation with Fuzzy Laplace Transform Involving Sine function
... with fuzzy Laplace transforms to obtain the solution of fuzzy fractional differential equation (FFDEs) under Riemann Liouville H-differentiability with fractional order (0 < ... See full document
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Solving Fuzzy Fractional Differential Equation with Fuzzy Laplace Transform Involving Coshx
... of fuzzy fractional differential equation (FFDEs) under Riemann Liouville H-differentiability using fuzzy Laplace ...fractional differential equation involving ... See full document
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Nonlinear Fuzzy Volterra Integro-differential Equation of N-th Order: Analytic Solution and Existence and Uniqueness of Solution
... solve fuzzy Fredholm or Fuzzy Volterra integro- dif- ferential equation such as Euler method, dif- ferential transform method, Laplace transform method, Adomian ... See full document
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A Single Convergent Control Parameter Optimal Homotopy Asymptotic Method Approximate-Analytical Solution of Fuzzy Heat Equation
... Fuzzy differential equations (FDEs) form a major portion of a fuzzy analysis theory and are a useful tool to describe a dynamic phenomenon if its nature and data is vague (Ali ...brought fuzzy ... See full document
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Solution Of Fuzzy Game Problem Using Triangular Fuzzy Number
... Fuzzy Game has been applied in many fields such as Operations Research, Control Theory and Management Sciences ...triangular fuzzy numbers and a solution of Fuzzy Game Problem with triangular ... See full document
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The Application of the Hybrid Method to Solving the Volterra Integro-differential Equation
... Abstract— There are several works dedicated to the investigation of Volterra integro-differential equations. In addition, there are theoretical and practical representations of stable methods that have a ... See full document
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