4.6 Article

Denoising of Nifti (MRI) Images with a Regularized Neighborhood Pixel Similarity Wavelet Algorithm

Journal

SENSORS
Volume 23, Issue 18, Pages -

Publisher

MDPI
DOI: 10.3390/s23187780

Keywords

magnetic resonance imaging (MRI); Gaussian noise; Rician noise; regularized pixel 16 detection; wavelet transform; denoising

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The recovery of semantics from corrupted images is a significant challenge in image processing, and noise can obscure features, interfere with analysis, and bias results. In order to address this issue, a algorithm called PixSimWave was developed, which uses regularized pixel similarity detection and adaptive neighborhood filtering to improve the accuracy of noise reduction.
The recovery of semantics from corrupted images is a significant challenge in image processing. Noise can obscure features, interfere with accurate analysis, and bias results. To address this issue, the Regularized Neighborhood Pixel Similarity Wavelet algorithm (PixSimWave) was developed for denoising Nifti (magnetic resonance imaging (MRI)). The PixSimWave algorithm uses regularized pixel similarity detection to improve the accuracy of noise reduction by creating patches to analyze the intensity of pixels and locate matching pixels, as well as adaptive neighborhood filtering to estimate noisy pixel values by allocating each pixel a weight based on its similarity. The wavelet transform breaks down the image into scales and orientations, allowing a sparse image representation to allocate a soft threshold on its similarity to the original pixels. The proposed method was evaluated on simulated and raw T1w MRIs, outperforming other methods in terms of an SSIM value of 0.9908 for a low Rician noise level of 3% and 0.9881 for a high noise level of 17%. The addition of Gaussian noise improved PSNR and SSIM, with the results indicating that the proposed method outperformed other models while preserving edges and textures. In summary, the PixSimWave algorithm is a viable noise-elimination approach that employs both sparse wavelet coefficients and regularized similarity with decreased computation time, improving the accuracy of noise reduction in images.

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