3D object recognition using invariants of 2D projection curves

Ünel, Mustafa and Bassa, Alp and Özgür, Erol and Soldea, Octavian (2009) 3D object recognition using invariants of 2D projection curves. (Accepted/In Press)

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Abstract

A new method is presented for identifying and comparing 3D objects represented by closed-bounded algebraic surfaces. It is shown that Euclidean equivalent 3D surfaces imply affine equivalent 2D projection curves that are obtained from the projection of cross section curves of the surfaces onto the coordinate planes. Planes used to extract cross section curves are chosen to be orthogonal to the principal axes of the defining surfaces. Affine invariants of projection curves are constructed and compared under a similarity measure. Results are verified by several experiments.

Item Type:	Article
Subjects:	T Technology > T Technology (General) T Technology > TK Electrical engineering. Electronics Nuclear engineering
ID Code:	13569
Deposited By:	Mustafa Ünel
Deposited On:	18 Dec 2009 16:40
Last Modified:	08 Nov 2010 16:49

Available Versions of this Item

Identifying and comparing 3D surfaces using 2D projection curves. (deposited 24 Oct 2008 10:49)
- 3D object recognition using invariants of 2D projection curves. (deposited 18 Dec 2009 16:40) [Currently Displayed]
  - 3D object recognition using invariants of 2D projection curves. (deposited 08 Nov 2010 16:49)

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