Numerical Analysis (Math-205)

 Numerical Analysis is a Math-205 Course. 

  My learned topics:  

Algebraic, Transcendental, and Simultaneous linear equations:

• Cramer’s Rule
• Gauss Elimination Method
• Gauss Elimination Method with Pivoting
• Gauss-Jordan Elimination Method
• Iterative: Jacobi Method, Gauss-Seidel Method
• False Position method (regula falsi method)
• Bisection method 
• Newton Repson Method

Interpolation

• Newton’s forward
• Newton's backward, 
• Newton’s formula for the unequal interval (i.e. Newton’s divided difference interpolation)
• Stirling’s formula.

Integration

• Trapezoidal rule, 
• Simpson’s 1/3, 
• Simpson's 3/8 rule,
• Weddle’s rule

Derivation General quadrature formula, deriving the above-mentioned rules.

Ordinary Differential Equation

• Picard Method
• Euler Method
• Euler’s modified method
• Runge Kutta method of order 2
• Runge Kutta method of order 4

Curve Fitting or Regression Analysis

• Multiple linear regression
• Fitting a straight line
• Fitting a polynomial function

Math Note File:  Math 205 Note File PDF. 

- "Thank You"