Lectures in this course:38
1 - Programing Basics (57:20)
2 - Introduction to Pointers (57:00)
3 - Pointers And Arrays (01:00:07)
4 - External Functions and Argument Passing (56:25)
5 - Representation of Numbers (56:47)
6 - Numerical Error (56:00)
7 - Error Propagation and Stability (53:02)
8 - Polynomial Interpolation-1 (59:29)
9 - Polynomial Interpolation-2 (57:07)
10 - Error In Interpolation Polynomial (56:55)
11 - Polynomial Interpolation (58:10)
12 - Cubic Spline Interpolation (56:25)
13 - Data Fitting : Linear Fit (54:57)
14 - Data Fitting : Linear Fit (57:05)
15 - Data Fitting : Non Linear Fit (57:48)
16 - Matrix Elimination and Solution (57:27)
17 - Solution To Linear Equations (57:50)
18 - Matrix Elimination (58:01)
19 - Eigen Values of A Matrix (58:23)
20 - Eigen Values And Eigen Vectors (57:47)
21 - Solving NonLinear Equations (55:43)
22 - Solving NonLinear Equations Newton Raphson Method (58:01)
23 - Methods For Solving NonLinear Equations (57:29)
24 - System of NonLinear Equations (58:47)
25 - Numerical Derivations (58:53)
26 - High order Derivatives From Difference Formula (59:50)
27 - Numerical Integration - Basic Rules (58:41)
28 - Comparison of Different Basic Rules (59:10)
29 - Gaussian Rules (59:06)
30 - Comparison of Gaussian Rules (59:13)
31 - Solving Ordinary Differential Equations (58:36)
32 - Solving ordinary differential equations (59:58)
33 - Adaptive step size Runge Kutta scheme (57:54)
34 - Partial Differential Equations (58:36)
35 - Explicit and Implicit Methods (59:00)
36 - The Crank - Nicholson Scheme For Two Spatial (55:50)
37 - Fourier Transforms (01:00:04)
38 - Fast Fourier Transforms (01:00:12)

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