A Domain Adaptation Model for Carotid Ultrasound: Image Harmonization, Noise Reduction, and Impact on Cardiovascular Risk Markers
Mohd Usama, Emma Nyman, Ulf Naslund, Christer Gronlund

TL;DR
This paper introduces a GAN-based domain adaptation model for carotid ultrasound images that harmonizes textures, reduces noise, and assesses the impact on cardiovascular risk markers, improving image quality across different systems.
Contribution
The study presents a novel GAN-based approach for ultrasound image harmonization and noise reduction, demonstrating improved domain adaptation and impact on risk marker calculations.
Findings
Domain adaptation achieved with high histogram correlation (0.920 and 0.844)
Image noise levels improved without changing contrast
Risk marker GSM increased significantly after harmonization
Abstract
Deep learning has been used extensively for medical image analysis applications, assuming the training and test data adhere to the same probability distributions. However, a common challenge arises when dealing with medical images generated by different systems or even the same system with varying parameter settings. Such images often contain diverse textures and noise patterns, violating the assumption. Consequently, models trained on data from one machine or setting usually struggle to perform effectively on data from another. To address this issue in ultrasound images, we proposed a Generative Adversarial Network (GAN) based model in this paper. We formulated image harmonization and denoising tasks as an image-to-image translation task, wherein we modified the texture pattern and reduced noise in Carotid ultrasound images while keeping the image content (the anatomy) unchanged. The…
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Taxonomy
TopicsCardiovascular Health and Disease Prevention
Methods*Communicated@Fast*How Do I Communicate to Expedia? · Residual Connection · GAN Least Squares Loss · Cycle Consistency Loss · Batch Normalization · Tanh Activation · HuMan(Expedia)||How do I get a human at Expedia? · Instance Normalization · Residual Block · Convolution
