Workshop on

Algebraic Spline Curves and Surfaces                                                                                                                             

17-18, May, 2006
Eszterházy Károly College
Eger, Hungary
Participants and talks:
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Bert Jüttler: Polynomial curves with Pythagorean hodographs in Minkowski space
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Zbynek Sir: G-code and PH-curves in CNC manufacturing
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Mario Kapl: Lazy Wavelets for Periodic B-Spline
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Imre Juhász: Curve interrogation by a moving control point
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Robert Feichtinger: Dual evolution of active curves
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HuaiPing Yang: Evolving curves and surfaces for geometric reconstruction and image segmentation
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Márta Szilvási: Generalization of Coons’ constructions
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Gábor Renner: Reconstruction of surfaces from scanned data
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Michael Barton: Bézier clipping via degree reduction
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Giovanni Della Vecchia: Towards a blending-based manifold construction
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Josef Schicho: Prime experiments
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Laureano Gonzalez-Vega: Is there still room for improving the topolgy computation for f(x,y)=0?
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Tobias Beck: Parametrization of algebraic curves defined by sparse equations
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Janka Pílniková: Interactions of Geometry, Algebra and Number Theory
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Margot Oberneder: On biharmonic Bézier surface pathces
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Martin Aigner: Approximation by evolution
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Jose Garcia Vallinas: Square root parametrization
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Brian Moore: Robotics and sum of squares
 

web: Miklós Hoffmann