Realization of several methods of algebra and analysis.
- Partial eigenvalue problem (Shifted inverse iterations)
- Trigonometric interpolation
- Coordinate relaxation
- Trapezoid method for solving integrals
- Rotation method
- Pade approximation
- Best mean-square approximation polynomial (Hermite)
- Best mean-square approximation polynomial (Chebyshev)
- Interpolation with Linear and Quadratic splines
- Chebyshev interpolation for nonlinear eqs
- Quadratic interpolation for nonlinear eqs
- Partial eigenvalue problem (Coordinate relaxation)
- Differential equations (Runge-Kutt)
- Gradients methods (minimal residuals, descent, conjugate gradients)
- Cubature formula (Interpolation) and Newton's quadrature
- Telescopic method with Chebyshev interpolation
- Lagrange interpolation