M. Poplavskyi

activity

20082022

most citedExact persistence exponent for the

2 d

-diffusion equation and related Kac polynomials

41 citations · 71 across the 8 of their papers we have counts for

collaborators

Showing 2015Show all

2 papers · 1 filter

math.PR2015

Examples of interacting particle systems on $Z$ as Pfaffian point processes: annihilating and coalescing random walks

Barnaby Garrod, Mihail Poplavskyi, Roger Tribe +1

A class of interacting particle systems on $Z$ , involving instantaneously annihilating or coalescing nearest neighbour random walks, are shown to be Pfaffan point processe…

math.PR2015★ 14 cited

What is the probability that a large random matrix has no real eigenvalues?

Eugene Kanzieper, Mihail Poplavskyi, Carsten Timm +2

We study the large- $n$ limit of the probability $p_{2 n, 2 k}$ that a random $2 n \times 2 n$ matrix sampled from the real Ginibre ensemble has $2 k$ real eigenvalues. We prove that, $$\l…

Examples of interacting particle systems on Z as Pfaffian point processes: annihilating and coalescing random walks

What is the probability that a large random matrix has no real eigenvalues?

Examples of interacting particle systems on $Z$ as Pfaffian point processes: annihilating and coalescing random walks