Elias' Article

Gröbner Basis over Semigroup Algebras: Algorithms and Applications for Sparse Polynomial Systems.
Mat\'ias R Bender, Jean-Charles Faugère, and Elias P. Tsigaridas.
In ISSAC 2019 - 44th International Symposium on Symbolic and Algebraic Computation, pp. 42–49, ACM, Beijing, China, July 2019.

HAL version available here.

• Home
• Research
• Teaching
• Contact

Files:

[PDF]  [gzipped postscript]  [postscript]  [HTML]  

Abstract:

(unavailable)

@inproceedings{bender:hal-02002689,
  TITLE =        {{Gr{\"o}bner Basis over Semigroup Algebras:
                  Algorithms and Applications for Sparse Polynomial
                  Systems}},
  AUTHOR =       {Bender, Mat{\'i}as R and Faug{\`e}re, Jean-Charles
                  and Tsigaridas, Elias P.},
  URL =          {https://hal.inria.fr/hal-02002689},
  BOOKTITLE =    {{ISSAC 2019 - 44th International Symposium on
                  Symbolic and Algebraic Computation}},
  ADDRESS =      {Beijing, China},
  PUBLISHER =    {{ACM}},
  PAGES =        {42-49},
  YEAR =         2019,
  MONTH =        Jul,
  DOI =          {10.1145/3326229.3326248},
  KEYWORDS =     {Sparse Elimination Theory ; Gr{\"o}bner Basis ;
                  Sparse elimination ; Newton polytope ; Solving
                  Polynomial System ; Koszul complex ; Toric variety ;
                  Semigroup algebra ; Mixed Sparse System ; Groebner
                  Basis},
  PDF =          {https://hal.inria.fr/hal-02002689/file/sparseF5.pdf},
  HAL_ID =       {hal-02002689},
  HAL_VERSION =  {v2},
}

Generated by bib2html.pl (written by Patrick Riley , modified by Elias ) on Wed Oct 23, 2019 21:41:02