Fluorescence microscopy image noise reduction using IEMD-based adaptive thresholding approach

被引:0
作者
Tushar Rasal
Thangaraj Veerakumar
Badri Narayan Subudhi
Sankaralingam Esakkirajan
机构
[1] National Institute of Technology Goa,Department of Electronics and Communication Engineering
[2] Indian Institute of Technology Jammu,Department of Electrical Engineering
[3] PSG College of Technology,Department of Instrumentation and Control Systems Engineering
来源
Signal, Image and Video Processing | 2023年 / 17卷
关键词
Empirical mode decomposition; Intrinsic mode function; Mixed Poisson–Gaussian noise; Mixed Poisson–Gaussian unbiased risk estimate;
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中图分类号
学科分类号
摘要
Fluorescence microscopy is an important investigation tool for discoveries in the field of biological sciences. In this paper, we propose an adaptive thresholding technique-based improved empirical mode decomposition (IEMD) for denoising of heavily degraded images labeled with Fluorescent proteins. These images are widely used by a computational biologists to analyze the biological functions of different species. A variance stabilization transformation is applied as preprocessing step. The multi-scale Wiener filtering approach is used as the first step for accurate image deconvolution. In the subsequent steps, IEMD is performed to obtain different series of intrinsic mode functions (IMFs) which are further separated into noise and signal-significant IMFs based on Cosine similarity index. The IMF adaptive thresholding technique is used which filter-out the unwanted frequency coefficients related to mixed Poisson–Gaussian noise (MPG). The thresholded output IMFs are combined with signal significant IMFs in the third step. Finally, the mean square deviation (MSD) is minimized using mixed Poisson–Gaussian unbiased risk estimate (MPGURE). To evaluate the effectiveness of the proposed scheme, we have compared the results of the proposed scheme with those of the five state-of-the-art techniques. The simulation results validate, the effectiveness of the proposed method. The proposed algorithm achieves better performance in terms of four quantitative evaluation measures by reducing the effect of noise.
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页码:237 / 245
页数:8
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共 55 条
  • [1] Michalet X(2005)Quantum dots for live cells, in vivo imaging, and diagnostics Science 307 538-544
  • [2] Pinaud F(2001)Visualizing chromosome dynamics with GFP Trends Cell Biol. 11 250-257
  • [3] Bentolila L(2003)Lighting up cells Labelling proteins with fluorophores Nat. Cell Biol. 5 1-7
  • [4] Tsay J(2018)Denoising of microscopy images: a review of the state-of-the-art, and a new sparsity based method IEEE Trans. Image Process. 27 3842-3856
  • [5] Doose S(2021)Mixed Poisson Gaussian noise reduction in fluorescence microscopy images using modified structure of wavelet transform IET Image Proc. 15 1383-1398
  • [6] Li J(2008)A fast thresholded landweber algorithm for wavelet-regularized multidimensional deconvolution IEEE Trans. Image Process. 17 539-549
  • [7] Sundaresan G(2014)Poisson noise reduction with non-local PCA J. Math. Imaging Vis. 48 279-294
  • [8] Wu A(2018)A convex 3D deconvolution algorithm for low photon count Fluorescence imaging Sci. Rep. 8 11489-1108
  • [9] Gambhir S(2008)Wavelets, ridgelets, and curvelets for Poisson noise removal IEEE Trans. Image Process. 17 1093-1362
  • [10] Weiss S(2009)Development of EMD-based denoising methods IEEE Trans. Signal Process. 57 1351-1268