Xiao-Shan Goo
ABSTRACT
Geometric Computing and Reasoning (GCR) aims at emphasizing recent trends in the domain of geometric constraint solving and automated, or computer aided deduction in geometry. This year sees the third edition of this technical track of SAC.
- R. Joan- Arinyo, M. Freixas, A. Soto-Riera, Elements for a Modular Dynamic Geometry System.Google Scholar
- D. Michelucci, Isometry Groups, Words and Proofs of Geometric TheoremsGoogle Scholar
- L. Meira, F. Miyazawa, A continuous Facility Location Problem and its Application to a Clustering Problem.Google Scholar
- B. Denner-Broser, An Algorithm for the Tracing Problem Using Interval Analysis.Google Scholar
- A. Fabre, P. Schreck, Combining Symbolic and Numerical Solvers to Simplify Indecomposable Systems Solving.Google Scholar
- C. Jermann, H. Hosobe, A Constraint Hierarchies Approach to Geometric Constraints on Sketches.Google Scholar
- P. Rostalski, J.-B. Lasserre, M. Laurent, Computing the Real Variety of an Ideal--A Real Algebraic and Symbolic-Numeric algorithm.Google Scholar
Index Terms
- Special track on Geometric Constraints and Reasoning: editorial message
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