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From past literature, it is well known that Haar wavelet is a powerful mathematical tool for solving various type of differential equations and the solution obtained by Haar wavelet are more accurate than that obtained by other methods. Our aim in the present paper is to illustrate the slow computational convergence of Laguerre’s differential equation using Haar wavelet, noting that Laguerre’s differential equation has polynomial solutions. AMS Subject Classification: 65L05, 34A45

EFFICIENCY AND ACCURACY OF NUMERICAL SOLUTION OF LAGUERRE'S DIFFERENTIAL EQUATION USING HAAR WAVELET