Direct Estimation of Spinal Cobb Angles by Structured Multi-Output Regression
Haoliang Sun, Xiantong Zhen, Chris Bailey, Parham Rasoulinejad, Yilong, Yin, Shuo Li

TL;DR
This paper introduces a structured support vector regression method to automatically estimate spinal Cobb angles from X-ray images, reducing manual effort and improving accuracy in scoliosis assessment.
Contribution
It proposes a novel multi-output regression framework that jointly estimates Cobb angles and spine landmarks, explicitly modeling output correlations and leveraging manifold regularization.
Findings
Achieves 92.76% correlation with manual ground truth.
Outperforms baseline methods in accuracy.
Demonstrates potential for clinical application.
Abstract
The Cobb angle that quantitatively evaluates the spinal curvature plays an important role in the scoliosis diagnosis and treatment. Conventional measurement of these angles suffers from huge variability and low reliability due to intensive manual intervention. However, since there exist high ambiguity and variability around boundaries of vertebrae, it is challenging to obtain Cobb angles automatically. In this paper, we formulate the estimation of the Cobb angles from spinal X-rays as a multi-output regression task. We propose structured support vector regression (S^2VR) to jointly estimate Cobb angles and landmarks of the spine in X-rays in one single framework. The proposed S^2VR can faithfully handle the nonlinear relationship between input images and quantitative outputs, while explicitly capturing the intrinsic correlation of outputs. We introduce the manifold regularization to…
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