FWF Project P 35428-N: Random surfaces: growth, fluctuations and universality

Project leader: Fabio Toninelli, opens an external URL in a new window

The central theme of this FWF, opens an external URL in a new window funded project is the understanding of the large-scale behavior of random surfaces. Two major innovative aspects are:

  • the focus on (2+1)-dimensional (as opposed to: (1+1)-dimensional) stochastic growth, which is to date to a large extent unexplored;
  • the search for robust mathematical methods and results that go beyond exactly solvable models

We work on two main interconnected directions:

  • super-diffusivity phenomena for (2+1)-dimensional stochastic growth
  • universality of fluctuations for two-dimensional random surface, beyond the exactly solvable setting

Project Assistant Postdoc:

Ivailo Hartarsky, opens an external URL in a new window

Project Assistant Praedoc:

Damiano De Gaspari, opens an external URL in a new window

International collaborators:

Alexei Borodin,, opens an external URL in a new window (MIT)
Giuseppe Cannizzaro,, opens an external URL in a new window (Warwick)
Patrik Ferrari,, opens an external URL in a new window (Bonn)
Alessandro Giuliani,, opens an external URL in a new window (Roma Tre)
Benoit Laslier, opens an external URL in a new window, (Paris)
Nikolaos Zygouras,, opens an external URL in a new window (Warwick)

 

FWF Projekt P 36298: Spins, Loops and Fields, opens an external URL in a new window

Project leader: Marcin Lis, opens an external URL in a new window

Dimers beyond planarity - phase transition and scaling limits , opens an external URL in a new window

Project leader: Marcin Lis, opens an external URL in a new window  

Dimer model: dynamics and scaling limits, opens an external URL in a new window

Project Leader: Fabio Toninelli, opens an external URL in a new window