Anisotropic Diffusion for Ultrasound Images
Anisotropic Diffusion for Ultrasound Images reduces speckle noise in ultrasound scans while preserving tissue-specific diagnostic features by applying anisotropic diffusion augmented with a probabilistic-driven memory mechanism.
Key Features:
- Probabilistic-Driven Memory Mechanism: Incorporates a delay differential equation for the diffusion tensor that adapts diffusion dynamics based on speckle and tissue statistics, accelerating smoothing in noise-dominated regions and preserving structures in tissue-rich regions.
- Tissue Selective Philosophy: Tailors diffusion behavior according to the statistical properties of different tissues to retain diagnostically relevant features while reducing speckle noise.
Scientific Applications:
- Speckle noise reduction in ultrasound imaging: Reduces multiplicative speckle noise to improve image quality for visual inspection and diagnostic interpretation.
- Preservation of diagnostic tissue structure: Maintains clinically relevant boundaries and tissue characteristics that are important for diagnosis.
- Preprocessing for automated analysis: Serves as a preprocessing step that preserves features needed for automatic analysis methods.
- Validation on datasets: Demonstrated effectiveness on synthetic and real ultrasound images, showing improved balance between noise reduction and detail preservation.
Methodology:
Implements anisotropic diffusion with a memory mechanism expressed via a delay differential equation for the diffusion tensor, leveraging speckle-pattern statistics and tissue statistical properties to adapt local diffusion.
Topics
Collections
Details
- Cost:
- Free of charge (with restrictions)
- Tool Type:
- library
- Operating Systems:
- Windows, Linux, Mac
- Programming Languages:
- MATLAB
- Added:
- 5/5/2021
- Last Updated:
- 5/7/2021
Operations
Publications
Ramos-Llorden G, Vegas-Sanchez-Ferrero G, Martin-Fernandez M, Alberola-Lopez C, Aja-Fernandez S. Anisotropic Diffusion Filter With Memory Based on Speckle Statistics for Ultrasound Images. IEEE Transactions on Image Processing. 2015;24(1):345-358. doi:10.1109/tip.2014.2371244.