collaborators

7 papers

stat.ML2026

Inverse Cross-spectral Neural Networks for Multivariate Time Series

Lorenzo Marinucci, Leonardo Di Nino, Gabriele D'Acunto +2

CoVariance Neural Networks and their extensions have emerged as effective tools for processing multivariate data, deriving graph shift operators directly from second-order statisti…

cs.LG2026

Sheaf-Based Federated Representation Learning

Gabriele D'Acunto, Enrico Grimaldi, Valeria Avino +4

Heterogeneous federated systems require agents to learn and exchange informative representations despite differences in data distributions, sensing modalities, model architectures,…

eess.SP2026

A Sheaf-Theoretic Framework for Distributed Multi-Site Channel Charting

Enrico Grimaldi, Leonardo Di Nino, Mario Edoardo Pandolfo +3

Channel charting (CC) enables data-driven user localization in wireless networks by embedding channel state information (CSI) into low-dimensional representations. In multi-cell sc…

cs.LG2026

SEMASIA: A Large-Scale Dataset of Semantically Structured Latent Representations

Mario Edoardo Pandolfo, Enrico Grimaldi, Lorenzo Marinucci +4

Latent representations learned by neural networks often exhibit semantic structure, where concept similarity is reflected by geometric proximity in embedding space. However, compar…

stat.ML2025

Colored Markov Random Fields for Probabilistic Topological Modeling

Lorenzo Marinucci, Leonardo Di Nino, Gabriele D'Acunto +3

Probabilistic Graphical Models (PGMs) encode conditional dependencies among random variables using a graph -nodes for variables, links for dependencies- and factorize the joint dis…

cs.LG2025

Learning the Structure of Connection Graphs

Leonardo Di Nino, Gabriele D'Acunto, Sergio Barbarossa +1

Connection graphs (CGs) extend traditional graph models by coupling network topology with orthogonal transformations, enabling the representation of global geometric consistency. T…

eess.SP2025

Learning Sheaf Laplacian Optimizing Restriction Maps

Leonardo Di Nino, Sergio Barbarossa, Paolo Di Lorenzo

The aim of this paper is to propose a novel framework to infer the sheaf Laplacian, including the topology of a graph and the restriction maps, from a set of data observed over the…