Publications of the Project F1303
UnpublishedColloquium
September 27, 2008
UnpublishedColloquium
September 27, 2008
Bibliography
- 1
- T. Beck.
Computational Formal Desingularization of Surfaces in.
Magma 2006, Berlin, Germany, 30.07.06-02.08.06, 2006. - 2
- T. Beck and J. Schicho.
Parametrization of Algebraic Curves Defined by Sparse Equations.
10th RWCA, Basel, Switzerland, March 2006. - 3
- B. Moore.
Polynomial equations solving in the context of parallel mechanisms.
Workshop on Algebraic Geometry and Singularities, Obergurgl, Austria, September 2006. - 4
- B. Moore.
Robotics and sum of squares.
Workshop on Algebraic Spline Curves and Surfaces, Eger, Hungary, May 2006. - 5
- J. Pilnikova.
Finding rational points on severi-brauer surfaces.
University of Sydney, September 9, 2004, September 2004. - 6
- J. Pilnikova.
On Lie Algebras arising from Schubert varieties.
Department semiar, University of Trento, Italy, October 2006. - 7
- J. Pilnikova, J. Schicho, W. A.
de Graaf, and M. Harrison.
Racionalna parametrizacia severi-brauerovych ploch.
Comenius University, Bratislava, Slovakia, 2005. - 8
- S. Ratschan.
Approximate quantified constraint solving.
University of North Carolina, September 1998. - 9
- S. Ratschan.
Solving first-order constraints based on continuous constraint satisfaction techniques.
Talk at the Swiss Federal Institute of Technology, Lausanne, September 2001. - 10
- J. Schicho.
A survey on quantifier elimination.
University of Innsbruck, June 1998. - 11
- J. Schicho and M. Harrison.
Rational parametrizations for degree 6 Del Pezzo surfaces using lie algebras.
International Symposium of Algorithmic and Algebraic computation, Genua, 2006. - 12
- I. Szilágyi.
Local parametrization of cubic surfaces.
University of Debrecen, Hungary, April 2004. - 13
- I. Szilágyi.
Numerical stability of surface implicitization.
University of Debrecen, Hungary, December 2004.
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SpezialForschungsBereich SFB F013 | Special Research Program of the FWF - Austrian Science Fund
SpezialForschungsBereich SFB F013 | Special Research Program of the FWF - Austrian Science Fund