Symposium on Probability Theory and Random Processes

5-9 June, 2017

Euler International Mathematical Institute, St. Petersburg, Russia

Programme of the Symposium

Monday 05.06

   09:00 -Registration
09:30-11:00 J.-F.Le Gall. Planar maps.I.
   11:00-11:15 Coffee break
11:15-12:45 M.Hairer. Stochastic partial differential equations.I.
   12:45-14:45 Lunch
14:45-15:30 J.Berestycki.Critical branching Brownian motion with absorption.
15:30-16:00 D.Zaporozhets. On random convex hulls.
   16:00-16:15 Coffee break
16:15-16:45 V.Wachtel. Tail analysis for recurrent Markov chains with asymptotically zero drift.
16:45-17:15 N.Smorodina. On a limit theorem related to probabilistic representation
of the Cauchy problem solution for the Schrodinger equation.
   17:15-17:30 Break
17:30-18:00 A.Zaitsev. Arak’s inequalities for concentration functions and the
Littlewood–Offord problem.
18:00-18:45 A.Vershik. Higher types of Kolmogorov 0-1 law and standard filtrations
as a generalization of independence.
  19:00- Welcome party


Tuesday 06.06

09:30-11:00 J.-F.Le Gall. Planar maps. II.
   11:00-11:15 Coffee break
11:15-12:45 M.Hairer. Stochastic partial differential equations.II.
   12:45-14:45 Lunch
14:45-15:30 N.Curien. Random planar maps with high degrees.
15:30-16:00 Ya.Belopolskaya. Probabilistic models for nonlinear parabolic systems
with cross-diffusion

   16:00-16:15 Coffee break
16:15-16:45 A.Tikhomirov. Local limit theorems for random matrices.
16:45-17:15 B. Milosevic & M.Obradovic. Efficiencies of symmetry tests around unknown center.
   17:15-17:30 Break
17:30-18:00 L.Mytnik. On the zero set of super-Brownian motion.
the Borel-Cantelli lemma.
18:00-18:30 V.Nevzorov. Representations of ordered random variables in terms   of independent variables.


Wednesday 07.06 (half-day)

09:30-11:00 M.Hairer. Stochastic partial differential equations.III.
   11:00-11:15 Coffee break
11:15-12:45 J.-F.Le Gall. Planar maps. III.
   12:45-14:45 Lunch

15:00-18:00 Excursion


Thursday 08.06

09:30-11:00 M.Hairer. Stochastic partial differential equations.IV.
   11:00-11:15 Coffee break
11:15-12:45 J.-F.Le Gall. Planar maps. IV.
   12:45-14:45 Lunch
14:45-15:30 B.Derrida. The noisy Fisher-KPP equation.
15:30-16:00 A. Frolov. On inequalities for probabilities of unions of events and the Borel-Cantelli lemma.
   16:00-16:15 Coffee break
16:15-16:45 V.Ulyanov. On coverage accuracy of bootstrap confidence sets for spectral
projectors of sample covariance matrix.
16:45-17:15 O.Rusakov. Pseudo-Poisson Processes with a random intensity and self-similarity.
   17:15-17:30 Break
17:30-18:00 N.Serdiukova. A concentration inequality for a Gaussian process indexed by matrices.
18:00-18:30 V.Vysotsky. Stability of overshoots of zero mean random walks.


Friday 09.06

09:30-09:50 Yu.Petrova. Exact small ball asymptotics in L_2-norm for some perturbations
of the Brownian bridge.
09:50-10:10 N.Rastegaev. L_2-small ball probabilities of Gaussian sheets and tensor
products of compact operators with almost regular spectral asymptotics.
10:10-10:30 K.Hlyniana. Spatial ergodicity of the Harris flows.
   10:30-10:45 Coffee break
10:45-11:30 V.Sidoravicius. Mathematics of multi-particle diffusion limited aggregation.
   11:30-11:45 Break
11:45-12:05 Ia.Korenovska. Strong random operator generated by an Arratia flow.
12:05-12:25 V.Kuznetsov. Asymptotics of the Vassiliev invariants for random braids.
12:25-12:45 E.Prokopenko. Large deviation principles for compound renewal processes.
   12:45-14:45 Lunch

14:45-15:30 A.Bufetov. On the Gibbs property for the determinantal point processes.
15:30-16:00 M.Platonova. A probabilistic approximation of the Cauchy problem solution for an
evolution equation with the differential operator of the order greater than 2.

   16:00-16:15 Coffee break
16:15-16:45 N.Zhivotovskiy. Uniform concentration results for the largest eigenvalue of the adjacency matrix in Erdõs-Rényi processes.
16:45-17:15 Yu.Yakubovich. Ordering of samples from Gibbs random distribution.
   17:15-17:30 Break
17:30-18:00 A.Nazarov. L_2-small ball behavior for dependent sequences and for weighted stationary
18:00-18:30 S.Dimeikis. Henstock-Kurzweil product integration.