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DIMACS Workshop: Algorithmic and Quantitative Aspects of Real Algebraic Geometry in Mathematics and Computer Science 2001
- Saugata Basu, Laureano González-Vega:
Algorithmic and Quantitative Aspects of Real Algebraic Geometry in Mathematics and Computer Science, Proceedings of a DIMACS Workshop, Piscataway, NJ, USA, March 12-16, 2001. DIMACS Series in Discrete Mathematics and Theoretical Computer Science 60, DIMACS/AMS 2001, ISBN 0-8218-2863-0 - Carlos Andradas:
Characterization and Description of Basic Semialgebraic Sets. 1-12 - Dionne Bailey, Victoria Powers:
Constructive Approaches to Representation Theorems in Finitely Generated Real Algebras. 13-21 - Isabelle Bonnard:
Combinatorial Characterizations of Algebraic Sets. 23-33 - Peter Bürgisser:
Lower Bounds and Real Algebraic Geometry. 35-54 - Benoit Chevallier:
The Viro Method Applied with Quadratic Transforms. 55-64 - Andrei Gabrielov, Thierry Zell:
On the Number of Connected Components of the Relative Closure of a Semi-Pfaffian Family. 65-75 - Clint McCrory:
How to Show a Set is not Algebraic. 77-82 - Pablo A. Parrilo, Bernd Sturmfels:
Minimizing Polynomial Functions. 83-99 - Bruce Reznick:
Patterns of Dependence Among Powers of Polynomials. 101-121 - Fabrice Rouillier:
Efficient Algorithms Based on Critical Points Method. 123-138 - Frank Sottile:
Enumerative Real Algebraic Geometry. 139-179 - Ileana Streinu:
Combinatorial Roadmaps in Configuration Spaces of Simple Planar Polygons. 181-205 - Thorsten Theobald:
Visibility Computations: From Discrete Algorithms to Real Algebraic Geometry. 207-219
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