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  1. Home
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  4. Efficient Quadrature Rules For Numerical Integration Based On Linear Legendre Multi-wavelets
 
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Efficient Quadrature Rules For Numerical Integration Based On Linear Legendre Multi-wavelets

Journal
Journal of Physics: Conference Series
Date Issued
2019
Author(s)
Nur Neesha Alimin
Ahmad Fadly Nurullah Rasedee
Mohammad Hasan Abdul Sathar
Anvarjon A. Ahmedov
Muhammad Asyraf Asbullah
DOI
10.1088/1742-6596/1366/1/012092
Abstract
In this work, generalize solution based on linear Legendre multi-wavelets are proposed for single, double and triple integrals with variable limits. To obtain the numerical approximations for integrals, an algorithm with the properties of linear Legendre multi-wavelets are applied. The main benefits of this method are its simple applicable and efficient. Furthermore, the error analysis for single, double and triple integrals is worked out to show the efficiency of the method. Numerical examples for the integrals are conducted by using linear Legendre multi-wavelets in order to validate the error estimation.
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Efficient Quadrature Rules For Numerical Integration Based On Linear Legendre Multi-wavelets
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