Random Metric Graphs is a collaborative workshop bringing together researchers working in spectral theory, stochastic geometry, probability, and mathematical physics. The workshop will focus on interactions between Laplace-type operators, including random operators, on metric graphs and the geometry arising from random structures.
Particular topics include metric graphs and graph limits associated with Voronoi and Delaunay tessellations, spectral gaps, localisation phenomena, transport properties, compactly supported eigenfunctions, and the relationship between geometric characteristics and spectral properties.
The programme will combine introductory and specialised presentations with round-table discussions and collaborative working sessions, with the aim of identifying open questions and developing new interdisciplinary research directions.
For more info: https://wg14.karlin.mff.cuni.cz/
Organised by: Working Groups 1 and 4 of COST Action mSPACE