Fitting globally stabilized algebraic surfaces to range data

Şahin, Türker and Ünel, Mustafa (2005) Fitting globally stabilized algebraic surfaces to range data. In: Tenth IEEE International Conference on Computer Vision, 2005. ICCV 2005., Beijing, China

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Official URL: http://dx.doi.org/10.1109/ICCV.2005.101

Abstract

Linear fitting of implicit algebraic models to data usually suffers from global stability problems. Complicated object structures can accurately be modeled by closed-bounded surfaces of higher degrees using ridge regression. This paper derives an explicit formula for computing a Euclidean invariant 3D ridge regression matrix and applies it for the global stabilization of a particular linear fitting method. Experiments show that the proposed approach improves global stability of resulting surfaces significantly.

Item Type:	Papers in Conference Proceedings
Subjects:	Q Science > QA Mathematics > QA075 Electronic computers. Computer science
ID Code:	8587
Deposited By:	Mustafa Ünel
Deposited On:	08 Jun 2008 20:53
Last Modified:	08 Jun 2008 20:59

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Fitting Globally Stabilized Algebraic Surfaces to Range Data. (deposited 05 Jan 2006 02:00)
- Fitting globally stabilized algebraic surfaces to range data. (deposited 08 Jun 2008 20:53) [Currently Displayed]

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