Bernoulli–Voronoi percolation combines geometric randomness with classical percolation, creating a two-parameter model whose phase transitions reveal surprisingly rich structure. In this talk, Konstantin introduces both the discrete and Poisson settings. He uncovers an unexpected low-intensity behavior of the uniqueness threshold on the product of two 3-regular trees. The resulting phenomenon can be applied resolves an open question of to a question of Hutchcroft and Pete (2020) and Pete and Rokob (2025). Read More ›
