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cs.LG2026

Riemannian Metric Matching for Scalable Geometric Modeling of Distributions

Jacob Bamberger, Adam Gosztolai, Pierre Vandergheynst +2

High-dimensional datasets often concentrate near low-dimensional structures, but estimating their geometry from samples typically relies on graphs and kernels that scale poorly wit…

cs.LG2026

Diffusion Processes on Implicit Manifolds

Victor Kawasaki-Borruat, Clara Grotehans, Pierre Vandergheynst +1

High-dimensional data are often assumed to lie on lower-dimensional manifolds. We study how to construct diffusion processes on this data manifold using only point cloud samples an…

cs.LG2026

Geometry-Induced Diffusion on Graphs: A Learnable Weighted Laplacian for Spectral GNNs

Mia Zosso, Ali Hariri, Victor Kawasaki-Borruat +2

Long-range graph tasks are challenging for Graph Neural Networks (GNNs): global mechanisms such as attention or rewiring schemes can be computationally expensive, while deep local…

cs.LG2025

Carré du champ flow matching: better quality-generalisation tradeoff in generative models

Jacob Bamberger, Iolo Jones, Dennis Duncan +3

Deep generative models often face a fundamental tradeoff: high sample quality can come at the cost of memorisation, where the model reproduces training data rather than generalisin…

cs.LG2025

Return of ChebNet: Understanding and Improving an Overlooked GNN on Long Range Tasks

Ali Hariri, Álvaro Arroyo, Alessio Gravina +6

ChebNet, one of the earliest spectral GNNs, has largely been overshadowed by Message Passing Neural Networks (MPNNs), which gained popularity for their simplicity and effectiveness…

cs.LG2025

On Vanishing Gradients, Over-Smoothing, and Over-Squashing in GNNs: Bridging Recurrent and Graph Learning

Álvaro Arroyo, Alessio Gravina, Benjamin Gutteridge +5

Graph Neural Networks (GNNs) are models that leverage the graph structure to transmit information between nodes, typically through the message-passing operation. While widely succe…