KANT: Difference between revisions

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:''Not to be confused with the philosopher [[Immanuel Kant]].''
:''Not to be confused with the philosopher [[Immanuel Kant]].''


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== References ==
== References ==
* {{cite book | author=J. Graf von Schmettow | title=KANT — a tool for computations in algebraic number fields | booktitle=Computational number theory | publisher=de Gruyter | year=1991 | isbn=3-11-012394-0 | pages=321-330 }}
* {{cite book | author=J. Graf von Schmettow | title=KANT — a tool for computations in algebraic number fields | booktitle=Computational number theory | publisher=de Gruyter | year=1991 | isbn=3-11-012394-0 | pages=321-330 }}
* {{cite journal | author=M. Daberkow | coauthors=C. Fieker, J. Klüners, M. Pohst, K. Roegner, M. Schörnig, K. Wildanger | title=KANT V4 | journal=J. Symb. Comp. | volume=24 | year=1997 | pages=267-283 }}  
* {{cite journal | author=M. Daberkow | coauthors=C. Fieker, J. Klüners, M. Pohst, K. Roegner, M. Schörnig, K. Wildanger | title=KANT V4 | journal=J. Symb. Comp. | volume=24 | year=1997 | pages=267-283 }}[[Category:Suggestion Bot Tag]]
 
==External links==
* [http://www.math.tu-berlin.de/~kant/kash.html KANT/KASH website]
* [http://www.math.tu-berlin.de/~kant/KASH/pdf/kash3intro.pdf Introduction to KASH3], The KANT Group

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Not to be confused with the philosopher Immanuel Kant.

KANT is a computer algebra system for mathematicians interested in algebraic number theory, performing sophisticated computations in algebraic number fields, in global function fields, and in local fields. KASH is the associated command line interface. They have been developed by the Algebra and Number Theory research group of the Institute of Mathematics at Technische Universität Berlin under the project leadership of Prof. Dr Michael Pohst.

See also

References

  • J. Graf von Schmettow (1991). KANT — a tool for computations in algebraic number fields. de Gruyter, 321-330. ISBN 3-11-012394-0. 
  • M. Daberkow; C. Fieker, J. Klüners, M. Pohst, K. Roegner, M. Schörnig, K. Wildanger (1997). "KANT V4". J. Symb. Comp. 24: 267-283.