|
Description: |
One of the alternatives for the mathematical formulation of image processing problems is based on local, nonlinear PDEs models. In the first part of the talk, a brief overview of them, with special regards to morphological and structural properties, will be done. In the second part, some recent results related to the extension of these properties to non-local evolutionary integral models, will be presented. Finally, the third part of the talk will be devoted to the practical implementation of these models and their application in different areas, including medical image processing and satellite image classification.
References [1] E. Cuesta and J. Finat, Image processing by means of a linear integro-differential equation, IASTED 438-442 (2003). [2] E. Cuesta, M. Kirane and S.A. Malik, Image structure preserve denoting using generalized fractional time integrals, Signal Processing 92 553-563 (2012). [3] E. Cuesta, A. Durán and M. Kirane, On evolutionary integral models dor image restoration (submitted)
Joint work with: A. Durán, M. Kirane and C. Quintano.
|
Date: |
|
Start Time: |
14:30 |
Speaker: |
Eduardo Cuesta (Univ. Valladolid, Spain)
|
Institution: |
Department of Applied Mathematics, Institute of Mathematics University of Valladolid, Spain
|
Place: |
Auditorium 1, Subunit 1 FMUC (Health Sciences Campus, at IBILI)
|
Organization: |
LCM/IBILI
|
URL: |
http://www.mat.uc.pt/~alma/seminars/LCM_IBILI.html
|
Research Groups: |
-Numerical Analysis and Optimization
|
See more:
|
<Main>
<Lab for Computational Mathematics>
|
|