| Review: |
This graduate-level numerical analysis textbook could also be used as a reference for researchers in applied sciences working in scientific computers. The book begins with an introduction to the basic methods and techniques. It discusses, amongst other topics: floating point number systems and estimation and control of errors; different uses of infinite-power series for numerical computations; several topics related to interpolation and approximation; the classical Newton–Cotes rule for equidistant nodes and the Clenshaw–Curtis interpolatory rules for integration, and extrapolation methods and the bisection method, fixed-point iterations and the contraction mapping theorem. |