744 Motooka, Nishi-ku
819-0395 Fukuoka, Japan
Tel/Fax: +81 (0)92 802 4482
E-mail : dahan A math P kyushu-u P ac
P jp (replace: A by @, and P
by dot)
Teaching:
２１年度、後期。 数学特論II. Computational algebra through Groebner bases
２２年度、前期。数学特論I. Algorithms for polynomial systems: elimination and Groebner basis
Preprints:
- Arbitrary degree regular graphs of large girth arXiv:1110.5259
Publications:
-
Bit-size estimates for triangular sets in positive dimension , with A. Kadri and É. Schost arXiv:1008.3459. To appear in Journal of Complexity.
-
Size
of coefficients of lexicographical
Gröbner bases, In Proceedings of ISSAC'09, Seoul, Korea. ACM Press.
Evaluation
properties of invariant polynomials
with É. Schost and J.M. Wu. Journal of Symbolic Computation, Vol.
44(11):1592--1604
Change of
order for regular chains in positive
dimension.
with X. Jin, M. Moreno-Maza,
and É. Schost. Theoretical Computer Science, Vol.
392(1-3):37--65, February 2008.
On the
complexity of the D5 Principle with M.
Moreno-Maza,
É. Schost and Y. Xie. Proceedings of Transgressive Computing conference,
Granada, Spain, 2006.
Lifting
techniques for triangular
decompositions ,
with E. Schost, M. Moreno Maza, W. Wu and Y. Xie., in Proceedings of ISSAC'05, Beijing, China.
ACM Press.
Distinguished student authors award
Sharp
estimates for triangular sets , with E. Schost, in
Proceedings of ISSAC'04, Santander, Spain. ACM Press.
ISSAC'04 Distinguished paper award
Others:
- Ph.D thesis On the representation of polynomial systems:
triangulation, modular methods, dynamic evaluation,
defended on November the 24th, 2006. Prepared at the École Polytechnique, France, under the supervision of
Éric Schost.
- On bit-size estimates of triangular systems (RIMS講究録。「数式処理研究の新たな発展」 7-9 July 2010)