Linear algebra:
- LUP decomposition
- sweep method
- Method of simple iterations
- Seidel method
- Rotation Method
- QR algorithm
Non-linear equations:
- Method of simple iterations
- Newton's Method
approximation methods:
- Lagrange polynomials and Newton
- Cubic Spline
- Least square method
- Numerical Differentiation
- Numerical integration
Differential equations:
- Solving ODE Runge-Kutta 4th order
- The solution of the boundary value problem shooting, finite difference
Partial Differential Equations:
- parabolic type 1D
- Hyperbolic type 1D
- Elliptical type 2D
- parabolic type 2D
Available theory for all the numerical methods used in this program.
- LUP decomposition
- sweep method
- Method of simple iterations
- Seidel method
- Rotation Method
- QR algorithm
Non-linear equations:
- Method of simple iterations
- Newton's Method
approximation methods:
- Lagrange polynomials and Newton
- Cubic Spline
- Least square method
- Numerical Differentiation
- Numerical integration
Differential equations:
- Solving ODE Runge-Kutta 4th order
- The solution of the boundary value problem shooting, finite difference
Partial Differential Equations:
- parabolic type 1D
- Hyperbolic type 1D
- Elliptical type 2D
- parabolic type 2D
Available theory for all the numerical methods used in this program.
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