KANT/KASH

KASH/KANT is a computer algebra system (CAS) for sophisticated computations in algebraic number fields and global function fields. It has been developed under the project leadership of Prof. Dr. M. Pohst at Technische Universität Berlin.

This software is also referenced in ORMS.


References in zbMATH (referenced in 137 articles , 1 standard article )

Showing results 101 to 120 of 137.
Sorted by year (citations)
  1. Klüners, Jürgen; Malle, Gunter: Explicit Galois realization of transitive groups of degree up to 15 (2000)
  2. Nyberg, Eric; Mitamura, Teruko: The KANTOO machine translation environment (2000)
  3. Wakabayashi, Isao: On a family of quartic Thue inequalities. II. (2000)
  4. Wildanger, K.: On the solution of units and index form equations in algebraic number fields (2000)
  5. Acciaro, Vincenzo; Klüners, Jürgen: Computing automorphisms of abelian number fields (1999)
  6. Galbraith, Steven D.; Smart, Nigel P.: A cryptographic application of Weil descent (1999)
  7. Heß, Florian: On the computation of divisor class groups in global function fields (1999)
  8. Heuberger, Clemens; Le, Maohua: On the generalized Ramanujan-Nagell equation (x^2+D=p^z) (1999)
  9. Hulpke, Alexander: Techniques for the computation of Galois groups (1999)
  10. Lemmermeyer, F.; Louboutin, S.; Okazaki, R.: The class number one problem for some non-abelian normal CM-fields of degree 24 (1999)
  11. Pohst, Michael E.: From class groups to class fields (1999)
  12. Yang, Hee-Sun; Kwon, Soun-Hi: The non-normal quartic CM-fields and the octic dihedral CM-fields with relative class number two (1999)
  13. Daberkow, M.; Pohst, M.: On the computation of Hilbert class fields (1998)
  14. de Weger, Benjamin M. M.: On the fourth-powerfree part of (x^2+2) (1998)
  15. Heuberger, C.; Pethő, A.; Tichy, R. F.: Complete solution of parametrized Thue equations (1998)
  16. Klüners, Jürgen: On computing subfields. A detailed description of the algorithm (1998)
  17. Pohst, M.; Wildanger, K.: Tables of unit groups and class groups of quintic fields and a regulator bound (1998)
  18. Yamamura, Ken: Determination of the imaginary normal octic number fields with class number one which are not CM-fields (1998)
  19. Bley, W.: Computing associated orders and Galois generating elements of unit lattices (1997)
  20. Daberkow, M.; Fieker, C.; Klüners, J.; Pohst, M.; Roegner, K.; Schörnig, M.; Wildanger, K.: KANT V4 (1997)

Further publications can be found at: http://page.math.tu-berlin.de/~kant/publications.html