Estimating attributes of smooth signal transitions from scale-space
Heiko Neumann, Karsten Ottenberg · 2003
Step-edge models as they have been used to model local intensity variation, only rarely are justified for the real case of image data. Due to finite apertures, the nature of scene geometry as well as discretization of the image, local intensity variations result in smooth transitions of varying width and local contrast. In order to appropriately deal with the robust detection and localization of image contrast, the authors propose the parametrized ramp transition as local signal model. The scale-space processing scheme for token extraction consists of a cascade of first band-pass filtering the raw data and a subsequent correlation of the result with a scaled first order derivative operator. The robust contrast detection within scale space and the estimation of local signal attributes in closed form is documented. The scheme can be extended to deal with intensity variations of different specificity.>