Metrics on sets of interval partitions with diversity
 Forman, N Pal, S Rizzolo, D Winkel, M (03 Jul 2019)
Diffusions on a space of interval partitions: construction from marked Lévy processes
 Forman, N Pal, S Rizzolo, D Winkel, M (05 Sep 2019)
Diffusions on a space of interval partitions: Poisson-Dirichlet stationary distributions
 Forman, N Pal, S Rizzolo, D Winkel, M (16 Oct 2019)
A two-parameter family of measure-valued diffusions with Poisson-Dirichlet stationary distributions
 Forman, N Rizzolo, D Shi, Q Winkel, M (10 Jul 2020)
Diffusions on a space of interval partitions: The two-parameter model
 Forman, N Rizzolo, D Shi, Q Winkel, M (06 Aug 2020)
Ranked masses in two-parameter Fleming-Viot diffusions
 Forman, N Pal, S Rizzolo, D Winkel, M (22 Jan 2021)
The Aldous diffusion: a stationary evolution of the Brownian CRT
 Forman, N Pal, S Rizzolo, D Winkel, M (26 May 2023)
A binary embedding of the stable line-breaking construction
 Rembart, F Winkel, M Stochastic Processes and their Applications volume 163 424-472 (16 Jun 2023)
Image of the tile

Hatfest

We will be celebrating the discovery of 'The Hat', a tile which tiles only aperiodically, on the 20th and 21st July here in the Mathematical Institute, Oxford. Come and join us!

The theory of tilings in the plane touches on diverse areas of mathematics, physics and beyond. Aperiodic sets of tiles, such as the famous Penrose tiling that you see as you walk into the Mathematical Institute, admit tilings of the plane without any translational symmetry.

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