Eurandom workshop on graph Laplacians, multivariate extremes and algebraic statistics

Nov 4, 09:30 – Nov 8, 12:30

Dates: 

Mini-courses: November 4 – 5, 2024.

Workshop: November 6 – 8, 2024.

Location: Metaforum, Eindhoven University of Technology, Eindhoven, The Netherlands.

Outline:

The idea for this workshop is to bring together researchers from graph signal processing, multivariate extremes and graphical models/ algebraic statistics to discuss theoretical and methodological intersections and to foster future collaborations. Some key points of interest:

  • Laplacian matrices in graphical extremes and graph signal processing.
  • Sparsity in graph Laplacians: Extremal conditional independence, CI ideals and sparse signals.
  • Algebraic statistics and graphical extremes.
  • Graph Laplacians and Euclidean distance matrices: Combinatorial and geometric tools for statistics.
  • Statistical Graph Signal Processing.
  • Learning in graph data, representation learning in graphs.
  • Inference of graph topology.
  • Geometric Deep Learning.
  • Applications of Graph Signal Processing on network-structured data (such as in communication networks, health care, social networks, drug discovery).

Info and registrations: Graph_Laplacians

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