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Sl.No Chapter Name MP4 Download Transcript Download
1Introduction to First Order Differential EquationsDownloadPDF unavailable
2Introduction to First Order Differential Equations (contd…)DownloadPDF unavailable
3Introduction to Second Order Linear Differential EquationsDownloadPDF unavailable
4Second Order Linear Differential Equations With Constant CoefficientsDownloadPDF unavailable
5Second Order Linear Differential Equations With Constant Coefficients (Contd…)DownloadPDF unavailable
6Second Order Linear Differential Equations With Variable CoefficientsDownloadPDF unavailable
7Factorization of Second order Differential Operator & Euler Cauchy EquationDownloadPDF unavailable
8Power Series Solution of General Differential EquationDownloadPDF unavailable
9Green's functionDownloadPDF unavailable
10Method of Green's Function for Solving Initial Value & Boundary Value ProblemsDownloadPDF unavailable
11Adjoint Linear Differential OperatorDownloadPDF unavailable
12Adjoint Linear Differential Operator (Contd..)DownloadPDF unavailable
13Sturm-Liouvile ProblemsDownloadPDF unavailable
14Laplace transformationDownloadPDF unavailable
15Laplace transformation (Contd…)DownloadPDF unavailable
16Laplace Transform Method for Solving Ordinary Differential EquationsDownloadPDF unavailable
17Laplace Transform Applied to Differential Equations & ConvolutionDownloadPDF unavailable
18Fourier SeriesDownloadPDF unavailable
19Fourier Series (Contd…)DownloadPDF unavailable
20Gibbs Phenomenon and Parseval's IdentityDownloadPDF unavailable
21Fourier Integral and Fourier TransformDownloadPDF unavailable
22Fourier Integral and Fourier Transform (Contd..)DownloadPDF unavailable
23Fourier Transform Method for Solving Ordinary Differential EquationsDownloadPDF unavailable
24Frames, Riesz Bases and Orthonormal BasesDownloadPDF unavailable