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Mathematics
Numerical Methods
1. Introduction to Numerical Methods
2. Foundational Concepts in Numerical Computation
3. Root Finding Methods
4. Linear Systems of Equations
5. Interpolation and Approximation
6. Curve Fitting and Least Squares
7. Numerical Differentiation
8. Numerical Integration
9. Ordinary Differential Equations
10. Partial Differential Equations
11. Optimization Methods
12. Eigenvalue Problems
Curve Fitting and Least Squares
Least Squares Theory
Discrete Least Squares
Problem Formulation
Normal Equations
Geometric Interpretation
Linear Regression
Simple Linear Regression
Multiple Linear Regression
Coefficient Interpretation
Statistical Measures
Polynomial Regression
Higher-Order Fits
Overfitting Issues
Model Selection
Nonlinear Regression
Linearization Techniques
Iterative Methods
Parameter Estimation
Orthogonal Functions
Orthogonality Concepts
Weight Functions
Gram-Schmidt Process
Special Function Approximations
Fourier Series
Trigonometric Polynomials
Coefficient Calculation
Periodic Functions
Chebyshev Polynomials
Recurrence Relations
Minimax Approximation
Chebyshev Nodes
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5. Interpolation and Approximation
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7. Numerical Differentiation