Volume 11, Issue 2 (11-2016)                   IJMSI 2016, 11(2): 57-69 | Back to browse issues page

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In this paper Legendre wavelet bases have been used for finding approximate solutions to singular boundary value problems arising in physiology. When the number of basis functions are increased the algebraic system of equations would be ill-conditioned (because of the singularity), to overcome this for large $M$, we use some kind of Tikhonov regularization. Examples from applied sciences are presented to demonstrate the efficiency and accuracy of the method.

Type of Study: Applicable | Subject: General