Paper
6 August 2003 New wavelet basis kernel filters (WBKF) based image recognition
Nickolay N. Evtikhiev, Peter A. Ivanov, Alexey S. Lyapin, Serge A. Sirotkin, Alexey V. Shevchuk, Rostislav S. Starikov, Alexander V. Zaharchev
Author Affiliations +
Abstract
One of the main problems of optical data processing is the problem of image recognition. There were given much attention to optoelectronic methods of recognition of distorted images nowadays. There are a number of different approaches for the solution of such problem. One of the most popular approaches is using of optical correlators for this field. The main problem of this approach is to select an object to provide a correlation of input image with it. One of the widespread methods is to use an effective object-an invariant correlation filter. The paper presents the results of investigations on image recognition with the help of Wavelet Basis Kernel Filters (WBKF). Both results of the theory and computer simulations are presented. Also computer simulations hold a comparison of image recognition results with the help of other different approaches (GMACE, SDF and so on). The obtained results seem to be better for WBKF recognition in some cases. There are presented authors suggestions about using of WBKF filters for different distortion invariant image recognition problems and results of image recognition in presence of white noise.
© (2003) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Nickolay N. Evtikhiev, Peter A. Ivanov, Alexey S. Lyapin, Serge A. Sirotkin, Alexey V. Shevchuk, Rostislav S. Starikov, and Alexander V. Zaharchev "New wavelet basis kernel filters (WBKF) based image recognition", Proc. SPIE 5106, Optical Pattern Recognition XIV, (6 August 2003); https://doi.org/10.1117/12.486906
Advertisement
Advertisement
RIGHTS & PERMISSIONS
Get copyright permission  Get copyright permission on Copyright Marketplace
KEYWORDS
Image filtering

Distortion

Wavelets

Detection and tracking algorithms

Computer simulations

Wavelet transforms

Optical filters

Back to Top