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eess.SP2026

Structured Sheaf Learning of Consistent Connection Graphs

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

Connection graphs (CGs) extend classical graphs by associating vector-valued signals to nodes and orthogonal transport maps across edges, making them a natural model for synchroniz…

eess.SP2026

Sheaf-theoretic Signal Processing on Graphs: Spectral Theory, Filtering, and Sampling

Gabriele D'Acunto, Leonardo Di Nino, Paolo Di Lorenzo +1

Modern sensing, communication, and learning systems generate heterogeneous network signals, with local data differing in dimension, modality, and geometric structure. Processing su…

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…

eess.SP2026

Learning Dirac Spectral Transforms for Topological Signals

Leonardo Di Nino, Tiziana Cattai, Sergio Barbarossa +2

The Dirac operator provides a unified framework for processing signals defined over different order topological domains, such as node and edge signals. Its eigenmodes define a spec…

eess.SP2026

Topological Signal Processing for 3D Point Cloud Data

Tiziana Cattai, Stefania Sardellitti, Stefania Colonnese +1

Our goal in this paper is to apply the topological signal processing (TSP) framework to the analysis of 3D Point Clouds (PCs) represented on simplicial complexes. Building on Discr…