Instability of projective reconstruction from 1-view near critical configurations in higher dimensions

Capitolo di libro

Data di Pubblicazione:

2007

Citazione:

Instability of projective reconstruction from 1-view near critical configurations in higher dimensions / M. Bertolini, G.M. Besana, C. Turrini (CONTEMPORARY MATHEMATICS). - In: Algebra, geometry and their interactions / [a cura di] A. Corso, J. Migliore, C. Polini. - Providence : American Mathematical Society, 2007. - ISBN 9780821840948. - pp. 1-12 (( convegno International Conference on Midwest Algebra, Geometry and Their Interactions tenutosi a Notre Dame nel 2005.

Abstract:

This work is concerned with applications of algebraic geometry to computer vision. Critical configurations and critical loci for projective reconstructions from 1 view in any dimension are rigorously defined. Irreducible critical loci are described. Instability of the reconstruction for configurations of points that are close to being critical is verified via a series of simulated experiments using MATLAB (R).

Tipologia IRIS:

03 - Contributo in volume

Keywords:

critical configuration; instability of reconstruction; calibration

Elenco autori: