access icon free Integrating Taylor–Krill herd-based SVM to fuzzy-based adaptive filter for medical image denoising

Medical imaging systems contribute much towards effective decision-making by the physicians, which is highly essential in the day-to-day life of humans. In this study, Taylor–Krill herd (KH)-based support vector machine (SVM) is proposed for medical image denoising. The Taylor–KH-based SVM is the integration of Taylor series in KH optimisation algorithm, which is used for tuning the optimal weights of the SVM classifier. The efficiency of KH is due to two global and two local optimisers, and the adaptive operators ensure the adaptive nature of KH. Above all, KH never uses the derivative information as it employs the stochastic search and thereby, reduces the complexity of the algorithm. The proposed method tunes the hyperplane parameters of SVM optimally so that the optimal identification of the noisy pixels in the image is ensured and replaced with adaptive weights. The proposed method is analysed based on the metrics, such as peak signal-to-noise ratio (PSNR), structural similarity (SSIM) and the comparative analysis is done with existing methods for showing the effectiveness of the proposed method. The simulation result shows that the proposed method acquired a PSNR of 30.36 dB and SSIM of 0.89, respectively.

Inspec keywords: optimisation; support vector machines; medical image processing; stochastic processes; image denoising; search problems; fuzzy set theory; image filtering; decision making; adaptive filters

Other keywords: structural similarity; optimal weights; SVM classifier; Taylor–Krill herd-based SVM; fuzzy-based adaptive filter; medical devices; KH optimisation algorithm; effective decision-making; PSNR; optimal identification; Taylor series; noisy pixels; Taylor–KH-based SVM; local optimisers; adaptive operators; Taylor–Krill herd-based support vector machine; SSIM; stochastic search; medical imaging systems; peak signal-to-noise ratio; hyperplane parameters; medical image denoising

Subjects: Knowledge engineering techniques; Combinatorial mathematics; Other topics in statistics; Biology and medical computing; Computer vision and image processing techniques; Optimisation techniques; Combinatorial mathematics; Probability theory, stochastic processes, and statistics; Optimisation techniques; Optical, image and video signal processing; Other topics in statistics; Patient diagnostic methods and instrumentation; Biomedical measurement and imaging; Filtering methods in signal processing; Medical and biomedical uses of fields, radiations, and radioactivity; health physics; Algebra, set theory, and graph theory

http://iet.metastore.ingenta.com/content/journals/10.1049/iet-ipr.2018.6434
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