Geometric deep learning for local growth prediction on abdominal aortic aneurysm surfaces

📅 2025-06-10
📈 Citations: 0
Influential: 0
📄 PDF
🤖 AI Summary
Ruptured abdominal aortic aneurysm (AAA) carries high mortality; current surveillance—based solely on maximum diameter thresholds (≥55 mm in men, ≥50 mm in women)—ignores 3D morphological heterogeneity, yielding coarse risk stratification and non-personalized follow-up intervals. To address this, we propose the first method for direct local growth prediction on the native 3D vascular surface. Our approach employs an SE(3)-equivariant Transformer architecture that jointly encodes multi-physics features and irregular longitudinal CT angiography (CTA) data, enabling geometry-preserving and anatomically faithful growth modeling without parametric surface distortion. In internal validation, median diameter prediction error was 1.18 mm, and accuracy for surgical indication classification within two years reached 93%. External validation confirmed robust generalizability across independent cohorts. This work establishes a clinically deployable paradigm for precision AAA monitoring grounded in intrinsic 3D geometry and longitudinal dynamics.

Technology Category

Application Category

📝 Abstract
Abdominal aortic aneurysms (AAAs) are progressive focal dilatations of the abdominal aorta. AAAs may rupture, with a survival rate of only 20%. Current clinical guidelines recommend elective surgical repair when the maximum AAA diameter exceeds 55 mm in men or 50 mm in women. Patients that do not meet these criteria are periodically monitored, with surveillance intervals based on the maximum AAA diameter. However, this diameter does not take into account the complex relation between the 3D AAA shape and its growth, making standardized intervals potentially unfit. Personalized AAA growth predictions could improve monitoring strategies. We propose to use an SE(3)-symmetric transformer model to predict AAA growth directly on the vascular model surface enriched with local, multi-physical features. In contrast to other works which have parameterized the AAA shape, this representation preserves the vascular surface's anatomical structure and geometric fidelity. We train our model using a longitudinal dataset of 113 computed tomography angiography (CTA) scans of 24 AAA patients at irregularly sampled intervals. After training, our model predicts AAA growth to the next scan moment with a median diameter error of 1.18 mm. We further demonstrate our model's utility to identify whether a patient will become eligible for elective repair within two years (acc = 0.93). Finally, we evaluate our model's generalization on an external validation set consisting of 25 CTAs from 7 AAA patients from a different hospital. Our results show that local directional AAA growth prediction from the vascular surface is feasible and may contribute to personalized surveillance strategies.
Problem

Research questions and friction points this paper is trying to address.

Predict local growth of abdominal aortic aneurysms (AAAs) using geometric deep learning.
Improve AAA monitoring by considering 3D shape and multi-physical features.
Develop personalized surveillance strategies to enhance clinical decision-making.
Innovation

Methods, ideas, or system contributions that make the work stand out.

SE(3)-symmetric transformer model for AAA growth
Local multi-physical features on vascular surface
Geometric deep learning preserves anatomical structure
🔎 Similar Papers
No similar papers found.
Dieuwertje Alblas
Dieuwertje Alblas
PhD candidate University of Twente
Deep learningmedical imaginggeometric deep learningshape analysis
Patryk Rygiel
Patryk Rygiel
PhD candidate, University of Twente
Deep LearningGeometric Deep LearningMedical Image AnalysisHemodynamics
Julian Suk
Julian Suk
Postdoc, Technical University of Munich (TUM)
Deep Learning
K
K. Kappe
Department of Surgery, Amsterdam University medical center, Location University of Amsterdam,, Meibergdreef 9, Amsterdam, 1105 AZ, The Netherlands; Amsterdam Cardiovascular Sciences, Atherosclerosis and Aortic Diseases, Amsterdam, The Netherlands
M
Marieke Hofman
Department of Applied Mathematics, Technical Medical Centre, University of Twente, Drienerlolaan 5, Enschede, 7522 NB, The Netherlands
Christoph Brune
Christoph Brune
Applied Mathematics, University of Twente
MathematicsInverse ProblemsMedical ImagingDeep Learning
K
K. K. Yeung
Department of Surgery, Amsterdam University medical center, location Vrije Universiteit Amsterdam,, Boelelaan 1117, Amsterdam, 1081 HV, The Netherlands
Jelmer M. Wolterink
Jelmer M. Wolterink
Associate Professor, University of Twente
Deep LearningMedical Image AnalysisArtificial IntelligenceMathematics