Algorithm 786

Algorithm 786: Multiple-precision complex arithmetic and functions. This article describes a collection of Fortran routines for multiple-precision complex arithmetic and elementary functions. The packing provides good exception handling, flexible input and output, trace features, and results that are almost always correctly rounded. For best efficiency on different machines, the user can change the arithmetic type used to represent the multiple-precision numbers. (Source: http://dl.acm.org/)

This software is also peer reviewed by journal TOMS.

Keywords for this software

Anything in here will be replaced on browsers that support the canvas element

References in zbMATH (referenced in 12 articles , 1 standard article )

Showing results 1 to 12 of 12.
Sorted by year (citations)

  1. Beebe, Nelson H. F.: The mathematical-function computation handbook. Programming using the MathCW portable software library (2017)
  2. Kormanyos, Christopher: Algorithm 910: A portable C++ multiple-precision system for special-function calculations (2011)
  3. Smith, David M.: Algorithm 911: Multiple-precision exponential integral and related functions (2011)
  4. Petković, Miodrag S.; Milošević, Dušan M.; Petković, Ivan: On the improved Newton-like methods for the inclusion of polynomial zeros (2010)
  5. Petković, Miodrag S.: The self-validated method for polynomial zeros of high efficiency (2009)
  6. Backeljauw, Franky; Becuwe, Stefan; Cuyt, Annie: Validated evaluation of special mathematical functions (2008)
  7. Ercegovac, Miloš D.; Muller, Jean-Michel: Complex square root with operand prescaling (2007)
  8. Pullan, Wayne: Phased local search for the maximum clique problem (2006)
  9. Malasoma, J.-M.: Countable infinite sequence of attractors’ families for the simplest known equivariant chaotic flow. (2002)
  10. Smith, David M.: Algorithm 814: Fortran 90 software for floating-point multiple precision arithmetic, gamma and related functions (2001)
  11. Fabijonas, Bruce R.; Olver, F. W. J.: On the reversion of an asymptotic expansion and the zeros of the Airy functions (1999)
  12. Smith, David M.: Algorithm 786: Multiple-precision complex arithmetic and functions (1998)