Abstract
A major dilemma in edge detections is the choice of optimum threshold which lacks generality. The problem is further amplified by the presence of false edges in the image due to noise. Addressing this dilemma the paper presents a novel technique by exploiting scale correlation with in wavelet subband for two dimensional signals with a view to retain structural information. The image is decomposed by dyadic wavelet transform up to 4th level through multilevel wavelet decomposition. The detail coefficients in concordant bands are multiplied after interpolation and then synthesized. Quartic root of resultant product yields edge map of the image coupled with noise suppression. Experimental results reveal that the proposed algorithm outperforms the classical edge detectors for real, synthetic and noisy images while it is simpler to implement.
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References
Abdou, I.E., Pratt, W.K.: Quantitative design end evaluation of enhancement/ thresholding of edge detectors. Proceedings of IEEE 67(5), 753–763 (1979)
Breu, H., Gil, J., Kirkpatrik, D., Werman, M.: Linear time Euclidean distance transform algorithms. IEEE Trans on Pattern Analysis and Machine Intelligence 17(5), 209–226 (1995)
Canny, J.: A computational approach to Edge detection. IEEE Trans. PAMI 8, 250–468 (1986)
Gonzalez, R.C., Woods, R.E., Eddins, S.L.: Digital Image Processing using Matlab. Pearson Prentice Hall, Saddle River, NJ (2004)
Konish, S., Yuille, A.L., Coughlan, J.M.: A statistical approach to multi-scale edge detection. In: Proc. Workshop Generative Model Based Vision GMBV 2002 (2002)
Lindeberg, T.: Edge detection and ridge detection with automatic scale selection. International Journal of computer vision 32(2), 77–116 (1996)
Mallat, S.G.: A Theory for multiresolution signal decomposition the wavelet representation. IEEE Trans. on Pattern and Machine intelligence 11 (1989)
Mallat, S.G., Zhong, S.: Characterization of signals from multiscale edges. IEEE Trans. Patt Anal and Mach. Intl. 14(7), 710–732 (1992)
Marr, D., Hildreth, E.: Theory of Edge detection. Proc. Royal Soc. London 207, 187–217 (1980)
Park, D.J., Nam, K.N., Park, R.H.: Multiresolution edge detection techniques. Pattern Recognition Letters 28 (1995)
Rosenfeld, A., Thurston, M.: Edge and curve detection for visual scene analysis. IEEE Trans on computers, 562–569 (1971)
Sadler, B.M., Swami, A.: Analysis of multiscale products for step detection and estimation. IEEE Trans. on Information Theory 45, 1043–1051 (1999)
Saleem, M., Touqir, I., Siddiqui, A.M.: Novel edge detection. In: 4th International Conference on Information Technology (ITNG 2007), pp. 175–180. IEEE computer society, Los Alamitos (2007)
Sharifi, M., Fathy, M., Mahmoudi, M.T.: A classified and comparative study of edge-detection algorithms. In: International Conference on Information Technology, Coding and Computing (ITCC 2002), pp. 117–120 (2002)
Sun, J., Gu, D., Chen, Y., Zhang, S.: A multiscale edge detection algorithm based on wavelet domain vector hidden Markov tree Model. Pattern Recognition Society 37(7), 1315–1324 (2004)
Torre, V., Poggio, T.: Edge detection. IEEE Trans. Pattern Anal. Mach. Intel. PAMI 2, 147–163 (1986)
Touqir, I., Saleem, M., Siddiqui, A.M.: Hybrid edge detector. In: International Conference on Electrical Engineering (ICEE) (2007)
William, D.J., Shah, M.: Edge characterization using normalized edge detector. CVGIP 5(4), 311–318 (1993)
Wu, Y., He, Y., Cai, H.M.: Optimal threshold selection algorithm in edge detection based on wavelet transform. Intl. conf. on Image and Vision Computing 23(13), 1159–1169 (2005)
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Touqir, I., Saleem, M. (2008). Novel Edge Detector. In: Brimkov, V.E., Barneva, R.P., Hauptman, H.A. (eds) Combinatorial Image Analysis. IWCIA 2008. Lecture Notes in Computer Science, vol 4958. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-540-78275-9_38
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DOI: https://doi.org/10.1007/978-3-540-78275-9_38
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