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What is Haar Wavelet Method for Elliptic PDEs about?

This document is a dissertation submitted by Nor Artisham Binti Che Ghani in partial fulfillment of the requirements for a Master of Science degree. It presents a numerical method using Haar wavelet operational matrix to solve two-dimensional elliptic partial differential equations. The method expands any two-dimensional function as a Haar wavelet series, then determines the coefficient matrix to compute solutions. Three examples of elliptic equations are demonstrated and results are compared to exact solut

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sashankchappidigmail

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EN