There is no adopted text, but the following are suggested textbooks:

*Introduction to Numerical Analysis*, by J. Stoer and R. Bulirsch, 1992.*Numerical Analysis: Mathematics of Scientific Computing*(3rd edition) by David Kincaid and Ward Cheney, 2002.*An introduction to numerical analysis*, by Kendall Atkinson, 1988.

The topics are divided into four modules:

- Iterative algorithms, convergence, contraction mapping theorem, Newton’s method.
- Lagrange and Hermite interpolation problems, error of polynomial interpolation.
- Weierstrass theorem, Chebyshev equioscillation theorem, minimax and least square polynomial approximation, orthogonal polynomial families.
- Newton-Cotes and Gaussian quadratures, error estimates.