A Complete and Irreducible Set of Local Orthogonally Invariant Features of 2-Dimensional Images
by Max A. Viergever
ftp://ftp-robotvis.inria.fr/pub/html/Papers/salden-etal:92c.ps.gz
Add To MetaCart
Abstract:
We present a new method of multi-resolution image analysis that gives us the most concise set of local orthogonally invariant features of 2dimensional input images. Solving the equivalence problem corresponding to a local jet and the group of orthogonal transformations of the cartesian coordinate frame we nd a complete and irreducible set of local algebraic invariants that may describe any local orthogonally invariant feature of the jet. 1
Citations
| 20 | Discrete Scale-Space Theory and the Scale-Space Primal Sketch – Lindeberg - 1991 |
| 11 | ter Haar Romeny – Florack, M - 1994 |
| 10 | Ueber die vollen Invariantensystemen – Hilbert |
| 8 | Receptive eld families – Koenderink, Doorn - 1990 |
| 7 | Local and multilocal scale-space description – Salden, Romeny, et al. - 1994 |
| 5 | Les probl#mes d'#quivalence – Cartan - 1952 |
| 4 | Ueber die Bildung der Resultante zweier Gleichungen – Gordan |
| 1 | AOEne invariant corner detection – Blom, Romeny, et al. - 1992 |
