Numerical Analysis (ENME 602)
Offered By: 
Engineering and Materials Science Faculty
Description
- Basics of numerical mathematics.
- Program libraries.
- Roots of equations.
- Bisection
- False-position
- Fixed point iterations
- Secant method
- Newton Raphson
- Matrix Operations
- Gauss Elimination
- LU-Decomposition
- Gauss Seidel
- Curve Fitting
- Regression
- Polynomial regression
- Least square method
- Numerical Integration
- The Trapezoidal Rule
- Simpson's Rule
- Gauss Quadrature
- Initial and boundary value problem
- Runge-Kutta methods
- General basics for boundary value problems
- Computation of eigenvectors.
- Introduction to finite elements and finite differences
- Finite Difference Methods for ODE's
- Finite Difference Methods for PDE's
- Finite Element Methods