Guide to numerical analysis

Bibliographic Information

Guide to numerical analysis

Peter R. Turner

Macmillan Education, 1989

Available at  / 2 libraries

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Description and Table of Contents

Description

This guide presents an introduction to the many basic problems of scientific computing and the wide variety of methods used for their solutions. It is suitable for students on first year maths or computation degree courses. It provides the reader with the basic principles of numerical analysis and tries to avoid using complicated techniques in analysis and algebraic manipulation except where they are essential to a rigorous approach. By presenting BASIC programs to solve selected examples the book also provides a useful grounding for more practical work using computers.

Table of Contents

  • Number representations and errors
  • iterative solution of equations - convergence of sequences - Newton's method
  • series approximation of functions - convergence of series
  • interpolation and approximate evaluation of functions - Lagrange interpolation, CORDIC algorithms
  • numerical calculus
  • differential equations - Runge-Kutta methods
  • linear equations - Gauss elimination.

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