[PDF] Top 20 Numerical Solution of n th Order Fuzzy Linear Differential Equations by Homotopy Perturbation Method
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Numerical Solution of n th Order Fuzzy Linear Differential Equations by Homotopy Perturbation Method
... both numerical solution as collocation type method and exact ...exact solution obtained by [5] does not satisfy the differential ...exact fuzzy solution for this ... See full document
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Numerical solutions of two-dimensional linear and nonlinear Volterra integral equations: Homotopy perturbation method and differential transform method
... In this section, we apply HPM to solve three linear and nonlinear Volterra integral equa- tions. These examples are solved numerically in [28] by DTM. The main objective here is to solve these examples by using ... See full document
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New Approach of Homotopy Perturbation Method for Solving the Equations in Enzyme Biochemical Systems
... non-linear differential equations (1-3) are solved by numerical ...for differential equation is used to solve this equation. Its numerical solution is compared with ... See full document
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Solution by Homotopy Perturbation Method of Linear and Nonlinear Diffusion Equation
... of linear and nonlinear diffusion equation by a differential quadrature method” ...“ Homotopy perturbation method: A new nonlinear ... See full document
7
A mathematical modeling and simulation of non linear ordinary differential equations using HPM
... the numerical solutions [11, ...approximate solution of the model by using the Homotopy Perturbation method (HPM) [14, ...Some method of finding numerical solutions is ... See full document
5
Application of Homotopy Perturbation and Modified Adomian Decomposition Methods for Higher Order Boundary Value Problems
... the numerical solution of higher order boundary value problems using Homotopy perturbation method (HPM) and modified Adomian decomposition method ...The ... See full document
5
Equivalence of ( A D M, H P M, A P M ) for Solving Functional Equations
... decomposition method, the Homotopy perturbation method, and lyapunov’s method are three powerful methods which consider an approximate solution of linear and ... See full document
5
On numerical solutions of fuzzy differential equations
... of Fuzzy Differential Equations has been attracting a rapidly growing number of researchers in recent ...some numerical algorithms for fuzzy ordinary differential ... See full document
9
A method for solving first order fuzzy differential equation
... include numerical solution of Fuzzy differential equation systems, ordinary differential equation, partial differential equation, fuzzy linear system and similar ... See full document
7
He’s Homotopy Perturbation Method for solving Linear and Non-Linear Fredholm Integro-Differential Equations
... integro- differential equations through their work in science applications like heat transformer, neutron diffusion, and biological species coexisting together with increasing and decreasing rates of ... See full document
8
A Study of General First-order Partial Differential Equations Using Homotopy Perturbation Method
... of linear first-order partial differential equations which is used as mathematical models in many physically significant fields and applied ...The homotopy perturbation ... See full document
16
Numerical Solution of Higher Order Linear Fuzzy Differential Equations using Generalized STWS Technique
... STWS technique was introduced by Rao et al. [10]. Balachandran and Murugesan applied STWS technique to solve first order system of IVPs[11, 12]. Murugesan and Paul Dhayabaran extended STWS technique for solving ... See full document
8
A Numerical Solution of First order Simultaneous Fuzzy Differential Equations by Sixth Order Runge Kutta Method
... The fuzzy differential equation and initial value problems were extensively studied by ...[16]. Numerical solution of fuzzy differential equations has been introduced by ... See full document
10
Elzaki transform homotopy perturbation method for partial differential equations
... solve differential equations. Solving some differential equations were difficult using the Laplace ...simpler solution than Laplace transform ...some differential ... See full document
22
A Numerical Method for Solving Fuzzy Differential Equations With Fractional Order
... of fuzzy valued function f is expressed by [f] r (t) = [f − (t, r), f + (t, r)], where t ∈ [a, b], r ∈ [0, ...a fuzzy-valued function f : (a, b) → R F at t 0 is defined ... See full document
7
An improvement to the homotopy perturbation method for solving integro-differential equations
... in order to find the solution, the series components are to be calculated and the sum of the partial series of these components is considered as an approximation of the ...the method is designed in ... See full document
11
A New Numerical Method to Solve Non Linear Fractional Differential Equations
... fractional order is most commonly used in mathematics but its requirement of fractional order initial conditions which restrict, its uses in physical ...integer order initial ... See full document
6
A Modified New Homotopy Perturbation Method for Solving Linear Integral Equations – Differential
... Integral-differential equations appear in many scientific applications, especially when we convert initial value problems or boundary value problems to integral ...integral-differential ... See full document
6
Solving a Class of N-Order Linear Differential Equations by the Recursive Relations and it’s Algorithms in MATLAB
... find differential equations, which these equations are N-Order Linear differential equations and solutions relatively complex, therefore researchers have forced to ... See full document
9
Numerical Solution of Nth-Order Fuzzy Differential Equations by Third Order Runge Kutta Method Based on Combination of Arithmatics, Harmonics and Geometrics Means
... [8] Yanti. R and Hajjah. A. 2017. Applied of Third Order Runge Kutta Method Based on Combination of Means to Solve Fuzzy Differential Equations. Proceeding of International Conference ... See full document
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