|
This workshop featured interactions between geometric modeling and real algebraic geometry. It was embedded within the larger program on Real Algebraic Geometry during a period of activity on applications of real algebraic geometry. It was designed to draw about half of its participants from the MSRI community and local universities, with the rest being experts from elsewhere in the United States and Europe. Geometric modeling and algebraic geometry both study curves and surfaces generated by polynomials, but for very different purposes. In algebraic geometry these objects are studied for their theoretical interest, while geometric modeling uses them to build computer models for industrial design and manufacture. The curves and surfaces in geometric modeling are in fact objects of real algebraic geometry. Interactions between these fields have been increasing in recent years, but there had not yet been a meeting on these interactions in the US, nor one focused on real algebraic geometry. This workshop was designed to bring together researchers from both fields. Organizers |
|
C. D'Andrea (UCB)
Federico Ardila (MSRI)
C. Bajaj (Texas)
Tobias Beck (RISC-Linz)
Ron Goldman (Rice U)
Joseph Gubeladze (SFSU)
Serkan Hosten (SFSU)
Kestutis Karciauskas (Vilnius)
Amit Khetan (U Mass)
Rimas Krasauskas (MSRI)
Oliver Labs (Mainz)
Miriam Lucian (Boeing)
Ragni Piene (MSRI)
Martin Peternell (Vienna)
Jörg Peters (Florida)
Josef Schicho (Linz)
Ivan Soprounov (U Mass)
Frank Sottile (MSRI)
Bernd Sturmfels (MSRI)
Thorsten Theobald (MSRI)
Bruce Ulrich (TU-Munich)
Ming Zhang (MD Anderson)
David Weinberg (Texas Tech)
Jim Ruffo (MSRI / Texas A&M)
Tomas Recio (Santander)