Paper
17 March 2008 Pattern recognition using Gaussian-filtered, shifted phase-encoded fringe-adjusted joint transform correlation
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Abstract
Pattern recognition for real-time applications requires the detection scheme be a simple architecture, fast in operation, able to detect all the potential targets without generating any false alarms, and invariant to noise and distortion. Though several target detection algorithms have been proposed in the literature over the years, but most of them are found to be not as efficient in meeting all the above-mentioned objective requirements. A new Gaussian-filtered, shifted phase-encoded fringe-adjusted joint transform correlation technique has been developed in this paper for an optical pattern recognition system. The input noisy image is first filtered by using a Gaussian filter, which helps in overcoming the effect of background noise and distortions. Then the filtered image is correlated with the reference image using the proposed joint transform correlator, which eliminates the problems of duplicate correlation heights, false alarms and low discrimination ratio. The architecture involves optical devices including lenses and spatial light modulators, which guarantees the very fast operation required for real-time applications. Computer simulation results show that the algorithm can successfully discriminate between targets and non-targets contained in the input scene even in the presence of noise and can also make the best utilization of the correlation space.
© (2008) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Mohammed Nazrul Islam, Mohammad S. Alam, K. Vijayan Asari, and Mohammad A. Karim "Pattern recognition using Gaussian-filtered, shifted phase-encoded fringe-adjusted joint transform correlation", Proc. SPIE 6977, Optical Pattern Recognition XIX, 69770A (17 March 2008); https://doi.org/10.1117/12.776954
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CITATIONS
Cited by 3 scholarly publications and 2 patents.
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KEYWORDS
Gaussian filters

Image filtering

Pattern recognition

Joint transforms

Roentgenium

Phase shifts

Fourier transforms

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