Microcomputers in numerical analysis

Bibliographic Information

Microcomputers in numerical analysis

G.R. Lindfield and J.E.T. Penny

(Ellis Horwood series in mathematics and its applications)

E. Horwood , Halsted Press, c1989

  • : Ellis Horwood
  • : Halsted Press

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Note

Includes bibliographical references (p. [425]-429) and indexes

Description and Table of Contents

Description

Oriented towards the practical use of microcomputers in numerical analysis, this text provides enough theory for those seeking to solve problems which are not overly complex. It provides 65 BASIC programs for microcomputers, allowing the reader to learn through experimentation. The text's descriptions are enhanced by illustrations of numerical output.

Table of Contents

  • Using microcomputers to solve numerical problems
  • the solution of nonlinear algebraic equations
  • numerical integration
  • numerical differentiation
  • the solution of ordinary differential equations
  • the efficient computation of approximation to mathematical functions
  • fitting functions to data
  • random numbers and Monte Carlo integration
  • the algebraic eigenvalue problem.

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