Program At A Glance
Below is the conference schedule at a glance. Details about the plenary talks, oral sessions, and poster session are provided after the overview.
| GSP 2026 Schedule | |||||
|---|---|---|---|---|---|
| Day 1 - Monday, June 8 | Day 2 - Tuesday, June 9 | Day 3 - Wednesday, June 10 | |||
| 09:00-09:20 | Welcome Message | ||||
| 09:20-10:20 | Plenary Paolo Di Lorenzo | 09:00-10:00 | Plenary Gonzalo Mateos | 09:00-10:00 | Plenary Luana Ruiz |
| 10:20-11:20 | Oral Session Mon-1 | 10:00-11:00 | Oral Session Tue-1 | 10:00-11:00 | Oral Session Wed-1 |
| 11:20-11:50 | Coffee Break | 11:00-11:30 | Coffee Break BBVA | 11:00-11:30 | Coffee Break |
| 11:50-13:30 | Oral Session Mon-2 | 11:30-13:30 | Poster Session | 11:30-13:30 | Oral Session Wed-2 |
| 13:30-15:00 | Lunch Break | 13:30-15:00 | Lunch Break | 13:30-15:00 | Lunch Break |
| 15:00-16:00 | Plenary Antonio Ortega | 15:00-16:00 | Plenary Daniel Palomar | 15:00-16:00 | Oral Session Wed-3 |
| 16:00-17:00 | Oral Session Mon-3 | 16:00-17:00 | Oral Session Tue-2 | 16:00-16:20 | Closing Ceremony |
| 17:00-17:30 | Coffee Break | 17:00-17:30 | Coffee Break BBVA | ||
| 17:30-18:30 | Oral Session Mon-4 | 17:30-18:30 | Oral Session Tue-3 | ||
| 20:30-22:30 | Welcome Reception (Casa Suecia) | 21:00-23:00 | Banquet (Café Comercial) | ||
| GSP 2026 Schedule | |||||
|---|---|---|---|---|---|
| Day 1 - Monday, June 8 | Day 2 - Tuesday, June 9 | Day 3 - Wednesday, June 10 | |||
| 09:00-09:20 | Welcome Message | ||||
| 09:20-10:20 | Plenary Paolo Di Lorenzo | 09:00-10:00 | Plenary Gonzalo Mateos | 09:00-10:00 | Plenary Luana Ruiz |
| 10:20-11:20 | Oral Session Mon-1 | 10:00-11:00 | Oral Session Tue-1 | 10:00-11:00 | Oral Session Wed-1 |
| 11:20-11:50 | Coffee Break | 11:00-11:30 | Coffee Break BBVA | 11:00-11:30 | Coffee Break |
| 11:50-13:30 | Oral Session Mon-2 | 11:30-13:30 | Poster Session | 11:30-13:30 | Oral Session Wed-2 |
| 13:30-15:00 | Lunch Break | 13:30-15:00 | Lunch Break | 13:30-15:00 | Lunch Break |
| 15:00-16:00 | Plenary Antonio Ortega | 15:00-16:00 | Plenary Daniel Palomar | 15:00-16:00 | Oral Session Wed-3 |
| 16:00-17:00 | Oral Session Mon-3 | 16:00-17:00 | Oral Session Tue-2 | 16:00-16:20 | Closing Ceremony |
| 17:00-17:30 | Coffee Break | 17:00-17:30 | Coffee Break BBVA | ||
| 17:30-18:30 | Oral Session Mon-4 | 17:30-18:30 | Oral Session Tue-3 | ||
| 20:30-22:30 | Welcome Reception (Casa Suecia) | 21:00-23:00 | Banquet (Café Comercial) | ||
General Information
Lectures in the oral sessions are 20 minutes long, including Q&As. We recommend authors to aim for a 15-minute presentation leaving a few minutos for questions and switching the speaker. Posters should use A0 size in portrait orientation.
There will be two social events during the conference:
- Welcome Reception: Monday, June 8, 20:30-22:30, Casa Suecia, Calle del Marqués de Casa Riera, 4, 28014 Madrid.
- Conference Banquet: Tuesday, June 9, 21:00-23:00, Café Comercial, Glorieta de Bilbao, 7, 28004 Madrid.
Plenary Talks
Plenary Monday 9:20 - 10:20
Paolo Di Lorenzo, Sapienza University of Rome
Title: Sheaf-theoretic Signal Processing and Learning
Abstract: Classical graph signal processing (GSP) provides a powerful framework for modeling data on networks, but it is inherently limited to homogeneous signal spaces and pairwise interactions. Many modern applications, ranging from biological and social networks to distributed AI, require handling heterogeneous data and structured relationships beyond these assumptions. In this talk, we present sheaf-theoretic signal processing as a principled extension of GSP for modeling heterogeneous signals and complex interactions. By assigning vector spaces to nodes and edges, together with linear restriction maps, cellular sheaves encode geometric, semantic, and topological structure directly on graphs. This framework generalizes key GSP tools, leading to the sheaf Laplacian and the Sheaf Fourier Transform, whose spectrum captures signal inconsistency across the network. We then address the problem of learning sheaves from data, proposing scalable methods based on total variation minimization that jointly infer graph topology and inter-node alignment via efficient edge-wise and Procrustes-type solutions. We also show that connection graphs arise as a structured class of sheaves with a highly interpretable spectral characterization. Finally, we highlight applications in semantic communications and federated representation learning, where sheaf-based models enable alignment of heterogeneous latent spaces without enforcing a shared global representation, yielding improved performance in distributed settings.
Plenary Monday 15:00 - 16:00
Antonio Ortega, University of Southern California
Title: How to design fast GFTs
Abstract: In this talk, we provide an overview of recent advances for speeding up the computation of the Graph Fourier Transform (GFT). We first describe divide-and-conquer techniques that leverage graph structure, such as graph symmetries or graph decompositions via low-rank updates. For graphs whose structure does not yield sufficient speed-up in transform computation, we describe approximation methods, including direct transform approximations (via Givens rotations) and indirect methods that exploit more favorable structures (e.g., spectral sparsification). We demonstrate the advantages of these techniques in image/video coding and graph machine learning applications.
Joint work with Samuel Fernández Menduiña, Keng-Shi Lu, Darukeesan Pakiyarajah, and Eduardo Pavez.
Plenary Tuesday 9:00 - 10:00
Gonzalo Mateos, University of Rochester
Title: Concomitant Linear DAG Estimation
Abstract: We deal with the combinatorial problem of learning directed acyclic graph (DAG) structure from observational data adhering to a linear structural equation model (SEM). Leveraging advances in differentiable, nonconvex characterizations of acyclicity, recent efforts have advocated a continuous constrained optimization paradigm to efficiently explore the space of DAGs. Most existing methods employ lasso-type score functions to guide this search, which (i) require expensive penalty parameter retuning when the SEM noise variances change across problem instances; and (ii) implicitly rely on limiting homoscedasticity assumptions. In this talk, I will propose a new convex score function for sparsity-aware learning of linear DAGs, which incorporates concomitant estimation of scale and thus effectively decouples the sparsity parameter from noise levels. Regularization via a smooth, nonconvex acyclicity penalty term yields CoLiDE (Concomitant Linear DAG Estimation), a regression-based criterion amenable to efficient gradient computation and closed-form estimation of exogenous noise levels in heteroscedastic scenarios. The algorithm outperforms state-of-the-art methods without incurring added complexity, especially when the DAGs are larger, and the noise level profile is heterogeneous. CoLiDE exhibits enhanced stability manifested via reduced standard deviations in several domain-specific metrics, underscoring the robustness of the novel linear DAG estimator.
Plenary Tuesday 15:00 - 16:00
Daniel P. Palomar, The Hong Kong University of Science and Technology
Title: Graphs in Financial Markets
Abstract: Financial markets generate high-dimensional, non-Gaussian, and time-varying data that challenge classical statistical models. Graph-based representations offer a principled way to capture the dependency structure among assets. This talk surveys recent advances in learning graphs from financial data, with emphasis on three settings: (i) the Polynomial Graphical Lasso, which jointly estimates the precision matrix and graph topology by exploiting graph stationarity; (ii) heavy-tailed and structured graph learning, where a Student-t model and spectral Laplacian constraints yield robust k-component and bipartite graphs that reflect market sector structure; and (iii) time-varying graph learning, which combines a non-negative VAR(1) temporal prior with heavy-tailed likelihoods to track market dynamics, detect crises, and improve portfolio performance.
Plenary Wednesday 9:00 - 10:00
Luana Ruiz, Johns Hopkins University
Title: Distance-Preserving Graph Machine Learning
Abstract: A central challenge in graph machine learning is that standard learning-based methods capture local connectivity while distorting or ignoring the metric structure of graphs at larger scales. In this talk, I will present two lines of work that address this challenge from complementary angles. The first studies landmark-based distance-preserving embeddings on inhomogeneous random graphs, a flexible model capturing the community structure and degree variability observed in real networks. By analyzing neighborhood expansion via multi-type branching process approximations, we show that the embedding dimension required to achieve near-exact shortest-path preservation is significantly smaller than worst-case theory predicts, with the improvement governed by the graph’s connectivity structure. We further show that GNN-based approximations of landmark distances transfer effectively from small synthetic graphs to large real-world networks, offering a scalable surrogate for exact shortest-path computation. The second line of work introduces a mesoscopic graph rewiring strategy based on opinion dynamics-inspired contagion processes. By promoting node pairs with strong multi-hop reinforcement to direct neighbors, the method constructs a sparse auxiliary graph that provably improves homophily and whose edge weights reflect a bounded effective resistance. Applied to both GNNs and graph transformers, cascade rewiring yields consistent accuracy gains across benchmarks. Together, these results suggest a unified perspective on graph machine learning grounded in the preservation and exploitation of metric structure across scales.
Oral Sessions
Oral Session Mon-1 (Monday 10:20 - 11:20) - Joint Time-Vertex GSP
- Subspace Projection Methods for Fast Spectral Embeddings of Evolving Graphs.
- Locally Stationary Time-Vertex Process Models.
- Conformal Inference for Graphs.
Oral Session Mon-2 (Monday 11:50 - 13:30) - GSP Theory
- Möbius Model for Graph Signal Processing on Weighted DAGs.
- Graph-Aware Diffusion for Signal Generation.
- Learning Dirac Spectral Transforms for Topological Signals.
- Sampling in the Graph Signal Processing Companion Model.
- Optimal Wiener-Filter Solutions for Denoising of Graph Signals on Directed Graphs.
Oral Session Mon-3 (Monday 16:00 - 17:00) - Higher Order SP & Topological SP I
- Don’t be Afraid of Cell Complexes! An Introduction to Cell Complexes and Topological Signal Processing from an Applied Perspective.
- Scalable Higher-Order Topology Identification from Nodal Observations.
- Stationarity and Spectral Characterization of Random Signals on Simplicial Complexes.
Oral Session Mon-4 (Monday 17:30 - 18:30) - Higher Order SP & Topological SP II
- Vertex-frequency Hypergraph Signal Processing: Analytic Tools and Applications.
- Framework for Directed Hypergraph Signal Processing via tensor t-SVD.
- Processing Probabilistic Signals on Causal Abstraction Networks.
Oral Session Tue-1 (Tuesday 10:00 - 11:00) - Non-Linear GSP
- Nonstationary Graph Filters Based on Localized Frames.
- Covariance Scattering Transforms.
- Sample entropy for graph signals: An approach to nonlinear analysis of graph signals.
Oral Session Tue-2 (Tuesday 16:00 - 17:00) - Geometric Deep Learning I
- Unrolling Dynamic Programming via Graph Filters.
- Advection–Diffusion on Graphs: A Bakry–Émery Laplacian for Spectral Graph Neural Networks.
- Adaptive Node Feature Selection for Graph Neural Networks.
Oral Session Tue-3 (Tuesday 17:30 - 18:30) - Higher Order SP & Topological SP III
- Joint Simplicial Complex Learning via Binary Linear Programming.
- Cross-Laplacians Based Topological Signal Processing over Cell MultiComplexes.
- Hodge-Aware Surrogates for Testing Stationarity in Topological Signals.
Oral Session Wed-1 (Wednesday 10:00 - 11:00) - Graph Learning
- A Covariance Matching Approach to Graph Topology Identification.
- BUILD with precision: Bottom-up inference of linear DAGs.
- Sparsity-Aware Extended Kalman Filter for Tracking Dynamic Graphs.
Oral Session Wed-2 (Wednesday 11:30 - 13:30) - Geometric Deep Learning II
- Fixed Aggregation Features Can Rival GNNs.
- Size Transferability of Graph Transformers with Convolutional Positional Encodings.
- A Graph Attention Network Approach to Super-Resolution Spatial Transcriptomic Data.
- L2G-Net: Local to Global Spectral Graph Neural Networks via Cauchy Factorizations.
- Graph Signal Diffusion Models for Wireless Resource Allocation.
- On the Effectiveness of Pretraining for Graph Combinatorial Optimization.
Oral Session Wed-3 (Wednesday 15:00 - 16:00) - Higher Order SP & Topological SP IV
- STORM: Simplicial Topological Recurrent Model for Dynamics on Higher-Order Domains.
- A Graph-Structured VAR Model for Data with Higher Order Temporal Dependencies and Heavy Tails.
- A Framework for Directed Acyclic Hypergraph Learning.
Poster Session
Poster Session (Tuesday 11:30 - 13:30)
- Topological Kalman Filtering on Cell Complexes.
- Learning Graph Topology with Functional Priors: A Graph Formation Model Perspective.
- GNNs Getting ComFy: Community and Feature Similarity Guided Rewiring.
- Distance-Misaligned Training in Graph Transformers and Adaptive Graph-Aware Control.
- Data-Driven Higher-Order Topology Learning for Leak Detection in Dynamic Water Distribution Networks.
- ADAPTIVEMIXGNN: Local Adaptive Inductive Bias for Heterophilic Node Classification.
- Planar Horizontal Visibility Graphs for Chromatin Dynamics Analysis: Applications to Cellular Metabolic States.
- A Sheaf-Theoretic Framework for Distributed Multi-Site Channel Charting.
- Shattering the Speed-Accuracy Dichotomy in Asymmetric Routing via Anisotropic GNNs.
- Precision Neural Networks: Joint Graph and Relational Learning.
- Learning Dynamics in Streaming Weighted Higher-Order Networks.
- Enhancing Transformer-based Routing by Encoding Distance via Relative Positional Encoding.
- Random Spectral Features for Graph Kernel Machines.