Abstract
A novel stochastic optimization approach to solve multilevel thresholding problem in image segmentation using bacterial foraging (BF) technique is presented. The BF algorithm is based on the foraging behavior of E. Coli bacteria which is present in the human intestine. The proposed BF algorithm is used to maximize Renyi’s entropy function. The utility of the proposed algorithm is aptly demonstrated by considering several benchmark test images and the results are compared with those obtained from particle swarm optimization (PSO) and genetic algorithm (GA) based methods. The experimental results show that the proposed algorithm could demonstrate enhanced performance in comparison with PSO and GA in terms of solution quality and stability. The computation speed is accelerated and the quality improved through the use of this strategy.
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Sahoo PK, Soltani S, Wong AKC (1988) A survey of thresholding techniques. Comput Vis Graph Image Process 41(2):233–260
Glasbey CA (1993) An analysis of histogram based thresholding algorithms. CVGIP: Graph Models Image Process 55:532–537
Weszka JS (1979) A survey of threshold selection techniques. Comput Vis Graph Image Process 7:259–265
Otsu N (1979) A threshold selection method from gray-level histograms. IEEE Trans Syst Man and Cybern, SMC 9(1):62–66
Kapur JN, Sahoo PK, Wong AKC (1985) A new method for gray-level picture thresholding using the entropy of the histogram. Comput Vis Graph Image Process 29:273–285
Li CH, Lee CK (1993) Minimum cross entropy thresholding. Pattern Recogn 26(4):617–625
Yin PY, Chen LH (1997) A fast iterative scheme for multilevel thresholding methods. Signal Process 60:305–313
Liao PST, Chen S, Chung PC (2001) A fast algorithm for multilevel thresholding. J Inf Sci Eng 17:713–727
Lin KC (2003) Fast image thresholding by finding zero(s) of the first derivative of between class variance. Mach Vis Appl 13:254–262
Yin P-Y, Chen L-H (1997) A fast iterative scheme for multilevel thresholding methods. Signal Proces 60(3):305–313
Yin PY (1999) A fast scheme for optimal thresholding using genetic algorithms. Signal Proces 72:85–95
Lai CC, Tseng DC (2004) A hybrid approach using Gaussian smoothing and genetic algorithm for multilevel thresholding. Int J Hybrid Intell Syst 1(3):143–152
Maitra M, Chatterjee A (2008) A hybrid cooperative-comprehensive learning based PSO algorithm for image segmentation using multilevel thresholding. Expert Syst Appl 34:1341–1350
Passino KM (2002) Biomimicry of bacterial foraging for distributed optimization and control. IEEE Trans Control Syst Mag 22(3):52–67
Huang H-C, Chen Y-H, Lin G-Y (2009) Fuzzy-based bacterial foraging for watermarking applications. In: International conference on hybrid intelligent systems, Shenyang, pp 214–217
Huang H-C, Chen Y-H, Abraham Ajith (2009) Optimized watermarking using swarm-based bacterial foraging. J Inf Hiding Multimedia Signal Process 1(1):51–58
Hanmandlu M, Verma OP, Kumar NK, Kulkarni M (2009) A Novel optimal fuzzy system for color image enhancement using bacterial foraging. IEEE Trans Instrum Meas 58(2):2867–2879
Dasgupta S, Biswas A, Das S, Abraham A (2008) Automatic circle detection on images with an adaptive bacterial foraging algorithm. In: International conference on genetic and evolutionary computation, Atlanta, USA, pp 1695–1696
Bakwad KM, Pattnaik SS, Sohi BS, Devi S, Panigrahi PK, Sastry Gollapudi VRS (2009) Bacterial foraging optimization technique cascaded with adaptive filter to enhance peak signal to noise ratio from single image. IETE J Res 55(4):173–179
Das TK, Venayagamoorthy GK, Aliyu UO (2008) Bio-inspired algorithms for the design of multiple optimal power system stabilizers: SPPSO and BFA. IEEE Trans Ind Appl 44(5):1445–1457
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Appendix
Appendix
Parameters used for BF algorithm
Parameter | Value |
---|---|
Number of bacterium (s) | 20 |
Number of chemotatic steps (Nc) | 10 |
Swimming length (Ns) | 10 |
Number of reproduction steps (Nre) | 4 |
Number of elimination of dispersal events (Ned) | 2 |
Depth of attractant (dattract) | 0.1 |
Width of attract (ωattract) | 0.2 |
Height of repellent (hrepellent) | 0.1 |
Width of repellent (ωrepellent) | 10 |
Probability of elimination and dispersal (Ped) | 0.02 |
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Sathya, P.D., Sakthivel, V.P. (2013). Multilevel Renyi’s Entropy Threshold Selection Based on Bacterial Foraging Algorithm. In: Malathi, R., Krishnan, J. (eds) Recent Advancements in System Modelling Applications. Lecture Notes in Electrical Engineering, vol 188. Springer, India. https://doi.org/10.1007/978-81-322-1035-1_6
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DOI: https://doi.org/10.1007/978-81-322-1035-1_6
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