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New approaches for solving polynomial equations

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(unregistered) Author(s): 
Bernard Mourrain
Tor Dokken

Solving polynomial equations is needed in many areas, e.g. robotics, computer vision, computer aided design, and circuit validation & verification. The synaps library combining new numeric and symbolic techniques will be demonstrated.

Projects:
gaia, www.math.sintef.no/gaiatwo/

Contact:
Tor Dokken (tor.dokken@sintef.no)

Project Information
Project Acronym: 
GAIA II
Project Description: 
Intersection algorithms for geometry based IT-applications using approximate algebraic methods.: The project address CAD-type intersection algorithms, use of results from complex and real algebraic geometry within CAD as well as better solutions of systems of polynomial equations. Besides a new generation CAD-type intersection algorithms, the project develops a new generation of software for equation solvers combining exact and numeric methods including recursive subdivision. The project has moved state-of-the-art within the topics address, and envision use of the results outside of traditional 3D CAD within application areas in need of solution of systems of polynomial equations.