نتایج جستجو برای: Interval Legendre wavelet method

تعداد نتایج: 1526977  

In this paper, we present Legendre wavelet method to obtain numerical solution of a singular integro-differential equation. The singularity is assumed to be of the Cauchy type. The numerical results obtained by the present method compare favorably with those obtained by various Galerkin methods earlier in the literature.

Journal: :International Journal of Mathematics and Mathematical Sciences 2014
S.Balaji,

Journal: :Journal of Computational and Applied Mathematics 2003
F.Patrı́cio, J.A.Ferreira, F.Oliveira,

Journal: :International Journal of Circuits, Systems and Signal Processing 2020
XiaoyangZheng, ChengyouLuo, ZhaohuiZhang,

Journal: :Journal of Applied Mathematics 2013
A. KarimiDizicheh, F.Ismail, M.Tavassoli Kajani, MohammadMaleki,

2013
S. Karimi Vanani,

In this paper, the objective is to solve the functional differential equations in the following form using Legendre Wavelet Method (LWM), 0 f 0 u(t)=f(t ,u( t) ,u( (t))), t t t u( t)= (t), t t ′ α ≤ ≤   φ ≤  (1) where ƒ: [t0, tƒ]×R→R is a smooth function, α(t) is a continuous function on [t0, tƒ] and φ(t)∈C represents the initial point or the initial data. In the present paper, the most impo...

Journal: :Results in Physics 2018
MuhammadSohaib, SirajulHaq, SafyanMukhtar, ImadKhan,

ج سعیدیان, ش جوادی, ف صفری,

An ecient method, based on the Legendre wavelets, is proposed to solve thesecond kind Fredholm and Volterra integral equations of Hammerstein type.The properties of Legendre wavelet family are utilized to reduce a nonlinearintegral equation to a system of nonlinear algebraic equations, which is easilyhandled with the well-known Newton's method. Examples assuring eciencyof the method and its sup...

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