Image Recovery: Theory and Application focuses on signal recovery and synthesis problems. This book discusses the concepts of image recovery, including regularization, the …
AP Korostelev, AB Tsybakov - 2012 - books.google.com
There exists a large variety of image reconstruction methods proposed by different authors (see eg Pratt (1978), Rosenfeld and Kak (1982), Marr (1982)). Selection of an appropriate …
G Demoment - IEEE Transactions on Acoustics, Speech, and …, 1989 - ieeexplore.ieee.org
Developments in the theory of image reconstruction and restoration over the past 20 or 30 years are outlined. Particular attention is paid to common estimation structures and to …
CI Podilchuk, RJ Mammone - JOSA A, 1990 - opg.optica.org
We introduce a new convex constraint for image recovery using the method of projection onto convex sets. The set of least-squares solutions to the image-recovery problem is shown …
NB Karayiannis… - IEEE Transactions on …, 1990 - ieeexplore.ieee.org
Several aspects of the application of regularization theory in image restoration are presented. This is accomplished by extending the applicability of the stabilizing functional …
DC Youla - Image recovery: theory and applications, 1987 - books.google.com
Some time ago we published a paper [1] in which it was suggested that many problems of image restoration are probably geometric in character and admit the following initial linear …
MR Banham, AK Katsaggelos - IEEE signal processing …, 1997 - ieeexplore.ieee.org
The article introduces digital image restoration to the reader who is just beginning in this field, and provides a review and analysis for the reader who may already be well-versed in …
One of the most intriguing questions in image processing is the problem of recovering the desired or perfect image from a degraded version. In many instances one has the feeling …
D Geman, G Reynolds - IEEE Transactions on Pattern Analysis & …, 1992 - computer.org
The linear image restoration problem is to recover an original brightness distribution X/sup 0/given the blurred and noisy observations Y= KX/sup 0/+ B, where K and B represent the …