Английская Википедия:INTLAB

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INTLAB (INTerval LABoratory) is an interval arithmetic library[1][2][3][4] using MATLAB and GNU Octave, available in Windows and Linux, macOS. It was developed by S.M. Rump from Hamburg University of Technology. INTLAB was used to develop other MATLAB-based libraries such as VERSOFT[5] and INTSOLVER,[6] and it was used to solve some problems in the Hundred-dollar, Hundred-digit Challenge problems.[7]

Шаблон:Infobox software

Version history

  • 12/30/1998 Version 1
  • 03/06/1999 Version 2
  • 11/16/1999 Version 3
    • 03/07/2002 Version 3.1
  • 12/08/2002 Version 4
    • 12/27/2002 Version 4.1
    • 01/22/2003 Version 4.1.1
    • 11/18/2003 Version 4.1.2
  • 04/04/2004 Version 5
    • 06/04/2005 Version 5.1
    • 12/20/2005 Version 5.2
    • 05/26/2006 Version 5.3
    • 05/31/2007 Version 5.4
    • 11/05/2008 Version 5.5
  • 05/08/2009 Version 6
  • 12/12/2012 Version 7
    • 06/24/2013 Version 7.1
  • 05/10/2014 Version 8
  • 01/22/2015 Version 9
    • 12/07/2016 Version 9.1
  • 05/29/2017 Version 10
    • 07/24/2017 Version 10.1
    • 12/15/2017 Version 10.2
  • 01/07/2019 Version 11
  • 03/06/2020 Version 12

Functionality

INTLAB can help users to solve the following mathematical/numerical problems with interval arithmetic. Шаблон:Columns-list

Works cited by INTLAB

INTLAB is based on the previous studies of the main author, including his works with co-authors. Шаблон:Columns-list

External links

Шаблон:Columns-list

See also

References

Шаблон:Reflist

  1. S.M. Rump: INTLAB – INTerval LABoratory. In Tibor Csendes, editor, Developments in Reliable Computing, pages 77–104. Kluwer Academic Publishers, Dordrecht, 1999.
  2. Moore, R. E., Kearfott, R. B., & Cloud, M. J. (2009). Introduction to Interval Analysis. Society for Industrial and Applied Mathematics.
  3. Rump, S. M. (2010). Verification methods: Rigorous results using floating-point arithmetic. Acta Numerica, 19, 287–449.
  4. Hargreaves, G. I. (2002). Interval analysis in MATLAB. Numerical Algorithms, (2009.1).
  5. Rohn, J. (2009). VERSOFT: verification software in MATLAB/INTLAB.
  6. Montanher, T. M. (2009). Intsolver: An interval based toolbox for global optimization. Version 1.0.
  7. Bornemann, F., Laurie, D., & Wagon, S. (2004). The SIAM 100-digit challenge: a study in high-accuracy numerical computing. Society for Industrial and Applied Mathematics.