Christian Eder Vorträge
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19 : Signature-based Gröbner Basis computation. Gröbner Bases, Resultants and Linear Algebra: GBRELA 2013, at RISC in Hagenberg ( Austria ) (2013-09-04).
18 : Introduction to F4 & F5 (slides by Jean-Charles Faugère, available here). Gröbner Bases, Resultants and Linear Algebra: GBRELA 2013, at RISC in Hagenberg ( Austria ) (2013-09-04).
17 : Signature Rewriting in Gröbner Basis Computation. ISSAC 2013 Conference at Northeastern University, Boston Massachusetts ( USA ) (2013-06-29).
16 : Improved Gröbner Basis computation with applications in cryptography. University of Mississippi, Hattiesburg Mississippi ( USA ) (2013-06-25).
15 : Mathic, LELA, Singular and Xmalloc. University of Pierre and Marie Curie in Paris ( France ) (2013-06-12).
14 : Parallel schedulers on dense matrices. University of Pierre and Marie Curie in Paris ( France ) (2013-06-11).
13 : Signature-based Gröbner basis computation. University of Pierre and Marie Curie in Paris ( France ) (2013-03-08).
12 : Signature-based Gröbner basis algorithms in SINGULAR. University of Kaiserslautern ( Germany ) (2012-06-06).
11 : Signaturbasierte Gröbner Basen Algorithmen. University of Kaiserslautern ( Germany ) (2012-04-13).
10 : SINGULAR Tutorial. ACAGM Summer School in Leuven ( Belgium ) (2011-07-21).
9 : Signature-based algorithms to compute Gröbner bases. The 17th International Conferences on Applications of Computer Algebra ACA 2011, Houston Texas ( USA ) (2011-06-29).
8 : SINGULAR - Recent developments. The 17th International Conferences on Applications of Computer Algebr,a ACA 2011, Houston, Texas ( USA ) (2011-06-29).
7 : Signature-based algorithms to compute Gröbner bases. joint seminar KL - SB, University of Saarbrücken ( Germany ) (2011-06-09).
6 : SINGULAR's memory management ( with Hans Schönemann ). SINGULAR Workshop, TU Kaiserslautern ( Germany ) (2010-09-16).
5 : An introduction to F4, some remarks on F5. SINGULAR Workshop, TU Kaiserslautern ( Germany ) (2010-09-15).
4 : Faugère's F5 algorithm: variants and termination issues. Oberseminar am Lehrstuhl J. Buchmann, TU Darmstadt ( Germany ) (2010-06-17).
3 : Faugère's F5 algorithm: variants and implementation issues. Sage Days 16 in Barcelona ( Spain ) (2009-06-24).
2 : F5C: a variant of Faugère's F5 algorithm with reduced Groebner bases. MEGA 2009 Conference in Barcelona ( Spain ) (2009-06-16).
1 : On the criteria of Faugère's F5 Algorithm. Soria Summer School on Computational Mathematics in Soria ( Spain ) (2008-07-08).
TU KaiserslauternFB MathematikAG Algebra & GeometrieCAS SINGULAR KIS