The SFB program expired on September 30, 2008. For the link to the successor project click DK Computational Mathematics
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September 27, 2008

Bibliography

1
G. Bodnár and J. Schicho.
Algorithmic resolution of singularities after Villamayor.
Singularities of algebraic varieties and desingularization, University of Versailles-Ecole Polytechnique, France, June 2001.
2
J. Pilnikova.
Interations of geometry, algebra and number theory.
Workshop on Algebraic Spline Curves and Surfaces, Eger, Hungary, May 2006.
3
J. Pilnikova.
Schubert Calculus.
Workshop on Algebraic Geometry and Singularities, Obergurgl, Austria, September 2006.
4
J. Pilnikova.
Splitting central simple algebras of degree 4.
4th Rhine Workshop on Computer Algebra, Basel, Switzerland, March 2006.
5
S. Ratschan.
Quantified constraints under perturbation.
Invitational Special Session, Seventh International Conference on Applications of Computer Algebra, Albuquerque, 2001.
6
J. Schicho.
The parametrization problem for algebraic surfaces.
Invited talk at EACA'99, Tenerife, September 1999.
7
J. Schicho.
Algorithmic resolution of singularities.
Special Gröber Semester 2006, 2006.
8
J. Schicho.
Constrution of rational points on rational surfaces, arithmetic and algebraic geometry.
Clay Summer School, Göttingen 2006, 2006.
9
J. Schicho.
Linear Systems of Plane Curves.
Algebraic Geometry and Geometric Modeling, Barcelona, Spain, September 2006.
10
J. Schicho.
Blowing them up.
orkshop on Singularities, Valladolid 2007, 2007.
11
J. Schicho.
Resolution of singularities in characteristic zero.
Applications of Groebner Bases, RIMS Workshop, Kyoto 2007, 2007.
12
J. M. G. Vallinas.
Clustering and algebraic geometry.
Workshop on Algebraic Geometry, Obergurgl, Austria, 22.09.2006 - 25.09.2006, 2006.
13
J. M. G. Vallinas.
Root parametrizations.
Winter School on Algebraic Geometry, Barcelona, Spain, 15.01.2006 - 15.01.2006, 2006.
14
J. M. G. Vallinas.
Root parametrizations.
Workshop on Algebraic Spline Curves and Surfaces, Eger, Hungary, 17.05.2006 - 18.05.2006, 2007.




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SpezialForschungsBereich SFB F013 | Special Research Program of the FWF - Austrian Science Fund