University of Bonn > Institute for Applied Mathematics > Probability Theory & Stochastic Analysis > Kaveh Bashiri
Kaveh Bashiri University of Bonn Institute for Applied Mathematics
 
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Research interest.

I am interesed in the following topics:

  • interacting particle systems, 
  • hydrodynamic limits and large deviation principles,
  • metastability in statistical mechanics, and
  • gradient flow representations and variational methods for evolution equations.

 

Papers and preprints.

Bashiri, Kaveh. "On the metastability in three modifications of the Ising model." Markov Process. Related Fields 25 (2019), no. 3, 483–532.

Bashiri, Kaveh and Bovier, Anton. "Gradient flow approach to local mean-field spin systems." Stochastic Process. Appl., 130(3):1461–1514, 2020.

Bashiri, Kaveh, and Menz, Georg. "Metastability in a continous mean-field model at low temperature and strong interaction." Preprint, arXiv:1910.11828.

Bashiri, Kaveh. "On the basin of attraction of McKean-Vlasov paths."  Electron. Commun. Probab. 25 (2020), paper no. 52, 14 pp.