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Content
Video count:28
1
Lecture01_Floating-Point_Number_representation
2
Lecture02_MATLAB_Intro
3
Lecture03_Matlab_Backwards_Error_Analysis_Horner's_Schema
4
Lecture04_Taylor_Series_Gaussian_Elimination
5
Lecture05_Gaussian_Elimination-II_Root_Finding-I
6
Lecture06_Newton_Secant_Fixed-point_Methods
7
Lecture07_Polynomial_Fitting
8
Lecture08_Polynomial_Fitting_Differentiation
9
Lecture09_Richardson_Extrapolation_Integration
10
Lecture10_Trapezoid_Rule_Romberg_Formula_Simpsons_Rule
11
Lecture11_Simpsons_rule_Newton-Cotes_Gaussian_Quadrature
12
Lecture03_Matlab_Backwards_Error_Analysis_Horner's_Schema
13
Lecture12_Splines
14
Lecture13_Cubic_and_B-splines
15
Lecture14_B-Splines_ODEs
16
Lecture15_Review
17
Lecture17_ODEs_Taylor_Runge-Kutta_Methods
18
Lecture18_Ordinary_Differential_Equations
19
Lecture19_Eigenanalysis
20
Lecture20_Eigenanalysis
21
Lecture21_Eigenanalysis_SVD
22
Lecture22_SVD_Iterative_Equation_Solvers
23
Lecture23_Least_Squares_Fit
24
Lecture24_Least_Squares_Fit_Fourier_Series
25
Lecture25_Fourier_Series_DFT_FFT
26
Lecture26_FFT_Multi-dimensional_Real
27
Lecture27_Pseudo_Random_Number_Generators
28
Lecture28_Review