NAG Fortran Library, Mark 19

Contents



Introduction

  • Essential Introduction
  • Mark 19 News
  • Thread Safety
  • Library Contents
  • Withdrawn Routines
  • Advice on Replacement Calls for Withdrawn/Superseded Routines
  • Acknowledgements
  • Indexes

  • Keywords in Context
  • GAMS Index
  • Chapters of the Library

  • Chapter A02 - Complex Arithmetic
  • Chapter C02 - Zeros of Polynomials
  • Chapter C05 - Roots of One or More Transcendental Equations
  • Chapter C06 - Summation of Series
  • Chapter D01 - Quadrature
  • Chapter D02 - Ordinary Differential Equations
  • Chapter D03 - Partial Differential Equations
  • Chapter D04 - Numerical Differentiation
  • Chapter D05 - Integral Equations
  • Chapter E01 - Interpolation
  • Chapter E02 - Curve and Surface Fitting
  • Chapter E04 - Minimizing or Maximizing a Function
  • Chapter F - Linear Algebra
  • Chapter F01 - Matrix Factorizations
  • Chapter F02 - Eigenvalues and Eigenvectors
  • Chapter F03 - Determinants
  • Chapter F04 - Simultaneous Linear Equations
  • Chapter F05 - Orthogonalisation
  • Chapter F06 - Linear Algebra Support Routines
  • Chapter F07 - Linear Equations (LAPACK)
  • Chapter F08 - Least-squares and Eigenvalue Problems (LAPACK)
  • Chapter F11 - Sparse Linear Algebra
  • Chapter G01 - Simple Calculations and Statistical Data
  • Chapter G02 - Correlation and Regression Analysis
  • Chapter G03 - Multivariate Methods
  • Chapter G04 - Analysis of Variance
  • Chapter G05 - Random Number Generators
  • Chapter G07 - Univariate Estimation
  • Chapter G08 - Nonparametric Statistics
  • Chapter G10 - Smoothing in Statistics
  • Chapter G11 - Contingency Table Analysis
  • Chapter G12 - Survival Analysis
  • Chapter G13 - Time Series Analysis
  • Chapter H - Operations Research
  • Chapter M01 - Sorting
  • Chapter P01 - Error Trapping
  • Chapter S - Approximations of Special Functions
  • Chapter X01 - Mathematical Constants
  • Chapter X02 - Machine Constants
  • Chapter X03 - Inner Products
  • Chapter X04 - Input/Output Utilities
  • Chapter X05 - Date and Time Utilities

  • © The Numerical Algorithms Group Ltd, Oxford UK. 1999