Numerical solution of one-dimensional differential equations by weighted residual method using Bernoulli wavelets
Publish Year: 1404
Type: Journal paper
Language: English
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Document National Code:
JR_CAND-4-1_004
Index date: 2 February 2025
Numerical solution of one-dimensional differential equations by weighted residual method using Bernoulli wavelets abstract
This paper presents the method of solving one-dimensional differential equations through the weighted residual technique, employing Bernoulli wavelets as the basis functions. These wavelets serve as the foundation for the calculation of numerical solutions for one-dimensional differential equations. The numerical outcomes are contrasted with those from current techniques and the precise solution. A selection of numerical test problems is included to demonstrate the practicality and efficiency of the proposed approach.
Numerical solution of one-dimensional differential equations by weighted residual method using Bernoulli wavelets Keywords:
Numerical solution of one-dimensional differential equations by weighted residual method using Bernoulli wavelets authors
Lingaraj Angadi
Department of Mathematics, Shri Siddeshwar Government First Grade College & P. G. Studies Centre, Nargund – ۵۸۲۲۰۷, India.
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