Title :
Shape from texture: the homogeneity hypothesis
Author :
Marinos, Constantinos ; Blake, Andrew
Author_Institution :
Oxford Univ., UK
Abstract :
The authors show how a maximum likelihood estimator can be constructed for homogeneous texture. The estimator turns out to be strikingly simple. It simply enforces, iteratively, coincidence of the centroid of the observed elements with the centroid of the imaging window. Whereas the estimator is based on first moments, error bounds are obtained, the authors show, from second moments. Experiments indicate that, for real textures, orientation estimates fall well inside predicted bounds
Keywords :
computer vision; computerised picture processing; centroid; error bounds; homogeneity hypothesis; homogeneous texture; imaging window; maximum likelihood estimator; orientation estimates; real textures; second moments; shape from texture; Computational modeling; Density functional theory; Density measurement; Image texture; Iterative algorithms; Jacobian matrices; Maximum likelihood estimation; Probability density function; Shape measurement; Surface texture;
Conference_Titel :
Computer Vision, 1990. Proceedings, Third International Conference on
Conference_Location :
Osaka
Print_ISBN :
0-8186-2057-9
DOI :
10.1109/ICCV.1990.139548