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Noise reduction by adaptive-SIN filtering for retinal OCT images
Yan Hu1,2, Jianfeng Ren3, Jianlong Yang4
1Department of Computer Science and Engineering, Southern University of Science and Technology, Shenzhen, 518055, China. huy3@sustech.edu.cn.
Scientific Reports
|October 1, 2021
Summary
This study introduces an adaptive denoising algorithm for Optical Coherence Tomography (OCT) images. The novel method effectively removes noise while preserving crucial image details, outperforming existing techniques.
Area of Science:
- Ophthalmology
- Medical Imaging
- Image Processing
Background:
- Optical Coherence Tomography (OCT) is vital for ophthalmic examination.
- Image quality in OCT is often degraded by noise, impacting diagnostic accuracy.
- Existing denoising methods struggle with the specific noise characteristics of OCT.
Purpose of the Study:
- To develop an adaptive denoising algorithm for OCT images.
- To address the limitations of standard denoising techniques when applied to OCT data.
- To improve the preservation of image details during noise reduction.
Main Methods:
- A square-root transform was employed to redistribute OCT noise, approximating a Gaussian distribution.
- An adaptive 3D Shearlet filter with a noise-redistribution scheme (adaptive-SIN) was proposed.
- The algorithm was evaluated on three benchmark datasets using quantitative and qualitative assessments.
Main Results:
- The adaptive-SIN algorithm effectively transformed Poisson noise to Gaussian noise for optimal Shearlet transform application.
- The adaptive thresholding scheme successfully adapted to varying noise conditions.
- The proposed method demonstrated superior noise removal and detail preservation compared to eight other algorithms.
Conclusions:
- The adaptive-SIN algorithm offers a significant advancement in denoising OCT images.
- The method provides improved diagnostic quality by effectively removing noise while preserving fine image structures.
- This approach holds promise for enhancing the reliability and utility of OCT in clinical practice.

