[PDF] Top 20 Guía de Lectura de Werther. Inmaculada Orellana López
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Eighteenth Order Convergent Method for Solving Non-Linear Equations
... Where f D R : ⊂ → R is a scalar function on an open interval D and f(x) may be algebraic, transcendental or combined of both. The most widely used algorithm for solving (1.1) by the use of value of the function ... See full document
9
Second Derivative Free Eighteenth Order Convergent Method for Solving Non-Linear Equations
... the Eighteenth Order Convergent Method (EOCM) developed by Vatti ...this method is further studied without the presence of second ...this method has same efficiency index as that ... See full document
9
Generalized Exp $\phi(\xi))$-expansion Method for Solving Non-linear Evolution Equations
... highest order derivatives and nonlinear terms are ...expansion method are given: Step 1: The traveling wave variable u ( x , t ) = u ( ξ ) where ξ = x − c t permits us reducing ... See full document
75
Study of some iterative methods for solving non-linear equations in one variable
... combined method of common (R-F) and Newton-like to determine the non-linear ...new method is examined on various examples and results presented that the suggested method is beneficial ... See full document
6
He’s Homotopy Perturbation Method for solving Linear and Non-Linear Fredholm Integro-Differential Equations
... perturbation method of solving linear and non-linear Fredholm Integro-Differential Equation and conducted a comparative study between He’s Homotopy perturbation method and the ... See full document
6
A new non polynomial spline method for solution of linear and non linear third order dispersive equations
... collocation method, multiquadric (MQ), multiquadric quasi-interpolation [3, 5, 10, 13–15, 22, 23, 27, 28], have been used to solve the KdV ...decomposition method for solution of KdV ...fifth order ... See full document
9
Second kind shifted Chebyshev polynomials and power series method for solving multi-order non-linear fractional differential equations
... series method (FPSM) ([3], [8]) to solve the multi-order non-linear fractional differential ...of non-linear of algebraic equations which solved by using Newton iteration ... See full document
12
On the comparison between Picard Iteration Method and Adomian Decomposition Method in solving non linear differential equations
... Tables 9 and 10 shows the comparison between results of the PIM, ADM and the exact solutions computed for different orders and some selected values of and their run times. The absolute error between the PIM and the exact ... See full document
26
Generalized Differential Transformation Method for Solving System of Linear Volterra Integro-Differential Equations of Fractional Order
... transform method to solve systems of integro-differential equations of fractional ...the method is a reliable technique to handle linear fractional integro-differential ...of convergent ... See full document
8
DGJ Method for Linear and Nonlinear Third order Fractional Differential Equation
... (Daftardar-Gejii-Jafaris) method is used to obtain nu- merical solution of the third order fractional differential ...DGJ method converges, the approximate solution is a good and effective numerical ... See full document
8
Quadratically convergent algorithm for computing real root of non linear transcendental equations
... proposed method is efficient over bisection and Regula-Falsi ...proposed method is that it gives guaranteed result over the Newton–Raphson ...proposed method is not only reduce the computational ... See full document
11
1. A six-order method based on heronian mean for solving non-linear equations
... in order to accelerate it or to get a method with a higher order of convergence at the expense of additional evaluations of functions, derivatives and changes in the points of ...local order ... See full document
7
Modified homotopy perturbation method for solving non-linear oscillator's equations
... radiation equations [5], nonlinear heat con- duction , convection equations [21] and to the other fields [11, ...this Method are presented in order to decrease the volume of calculations [19, ... See full document
205
Numerical solution of multi-order fractional differential equations via the sinc collocation method
... sinc-collocation method is used to approximate the solution of multi-order fractional differential equations with initial ...This method converts the FDEs into a system of algebraic ... See full document
9
A New Halley’s Family of Third-Order Methods For Solving Nonlinear Equations
... Halley’s method, which is a particular case of this family obtained for p = 0, will have a lower convergence rate than other new methods in the same family, having higher ... See full document
115
New Highly Accurate Iterative Method of Third Order Convergence for Finding the Multiple Roots of Non linear Equations
... This method was developed by Schr¨ oder and Stewart (1998), which converges ...Newton’s method for multiple roots with third order convergence have been developed and ... See full document
59
Solving a System of Linear Equations by Homotopy Analysis Method
... analysis method is simi- lar to the Jacobi iterative ...analysis method is D −1 b, while the initial value of the Jacobi iterative method is usually assumed to be the zero ... See full document
14
Mixed of Elzaki Transform and Projected Differential Transform Method for a Nonlinear Wave-Like Equations with Variable Coefficients
... In this section, we introduce the basic idea of modi…ed version of the di¤erential transform method (DTM), the projected di¤erential transform method (PDTM) [8]. The DTM is based on the Taylor series for ... See full document
9
Implementation of the Homotopy Perturbation Sumudu Transform Method for Solving Klein Gordon Equation
... transform method (HPSTM) to solve li- near and nonlinear fractional Klein-Gordon ...the method, some examples are ...transform method, the pre- sented work showed some essential difference with ... See full document
637
The LA = U Decomposition Method for Solving Systems of Linear Equations
... proposed method, developed and demonstrated with examples so far, shows that solution to linear systems of equation can be obtained through direct de- composition of the A matrix using the operation LAX LB ... See full document
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