collaborators

12 papers

cs.CV2026

From Raw Segmentations to Simulation-Ready Cardiac Meshes: An Automated Framework for Anatomical Reconstruction and Virtual Cohort Generation

Francesco Fabbri, Martino Andrea Scarpolini, Paolo Ciancarella +4

Computational models of the human heart are widely used to study electromechanical and fluid-dynamical cardiac function and to support applications such as in silico clinical trial…

math.NA2026

Approximation properties of neural ODEs

Arturo De Marinis, Davide Murari, Elena Celledoni +3

We study the approximation properties of neural ordinary differential equations (neural ODEs) in the space of continuous functions. Since a neural ODE requires input and output dim…

cs.LG2026

Are We Measuring Oversmoothing in Graph Neural Networks Correctly?

Kaicheng Zhang, Piero Deidda, Desmond Higham +1

Oversmoothing is a fundamental challenge in graph neural networks (GNNs): as the number of layers increases, node embeddings become increasingly similar, and model performance drop…

cs.LG2026

Neural-HSS: Hierarchical Semi-Separable Neural PDE Solver

Pietro Sittoni, Emanuele Zangrando, Angelo A. Casulli +2

Deep learning-based methods have shown remarkable effectiveness in solving PDEs, largely due to their ability to enable fast simulations once trained. However, despite the availabi…

cs.LG2026

Stuart-Landau Oscillatory Graph Neural Network

Kaicheng Zhang, David N. Reynolds, Piero Deidda +1

Oscillatory Graph Neural Networks (OGNNs) are an emerging class of physics-inspired architectures designed to mitigate oversmoothing and vanishing gradient problems in deep GNNs. I…

cs.LG2026

Provable Emergence of Deep Neural Collapse and Low-Rank Bias in -Regularized Nonlinear Networks

Emanuele Zangrando, Piero Deidda, Simone Brugiapaglia +2

We present a unified theoretical framework connecting the first property of Deep Neural Collapse (DNC1) to the emergence of implicit low-rank bias in nonlinear networks trained wit…