Vitalii Konarovskyi
Vitalii Konarovskyi
Universität Leipzig, Mathematisches Institut
Verified email at math.uni-leipzig.de - Homepage
TitleCited byYear
On infinite system of diffusion particles with coalescing
Konarovskii
Theory Probab. Appl. 55 (1), 134-144, 2011
172011
Modified massive Arratia flow and Wasserstein diffusion
V Konarovskyi, MK von Renesse
Communications on Pure and Applied Mathematics 72 (4), 764-800, 2019
132019
A system of coalescing heavy diffusion particles on the real line
V Konarovskyi
The Annals of Probability 45 (5), 3293-3335, 2017
122017
Reversible Coalescing-Fragmentating Wasserstein Dynamics on the Real Line
V Konarovskyi, M von Renesse
arXiv preprint arXiv:1709.02839, 2017
102017
On asymptotic behavior of the modified Arratia flow
V Konarovskyi
Electronic Journal of Probability 22, 2017
72017
System of sticking diffusion particles of variable mass
Konarovsk'yi
Ukrainian Math. J. 62 (1), 97-113, 2012
72012
The martingale problem for a measurevalued process with heavy diffusion particles
Konarovskii
Theory of stochastic processes 17 (1), 50-60, 2011
72011
Large deviations principle for finite system of heavy diffusion particles
V Konarovskyi
Theory of stochastic processes 19 (1), 37-45, 2014
52014
On Dean-Kawsaki Dynamics with Smooth Drift Potentials
V Konarovskyi, T Lehmann, M von Renesse
arXiv preprint arXiv:1812.11068, 2018
42018
Dean-Kawasaki dynamics: ill-posedness vs. triviality
T Lehmann, V Konarovskyi, MK von Renesse
arXiv preprint arXiv:1806.05018, 2018
42018
Modified Massive Arratia flow and Wasserstein diffusion
V Konarovskyi, M von Renesse
arXiv preprint arXiv:1504.00559, 2015
42015
Mathematical model of heavy diffusion particles system with drift
V Konarovskyi
Communications on Stochastic Analysis 7 (4), 591-605, 2013
42013
Dean-Kawasaki dynamics: ill-posedness vs. triviality
V Konarovskyi, T Lehmann, MK von Renesse
Electronic Communications in Probability 24, 2019
32019
Cadlag stability and approximation of reversible coalescing-fragmentating Wasserstein dynamics
V Konarovskyi
arXiv preprint arXiv:1711.03011, 2017
22017
Coalescing-fragmentation Wasserstein dynamics: particle approach
V Konarovskyi
arXiv preprint arXiv:1711.03011, 2017
12017
An Introduction to Large Deviations
V Konarovskyi
2019
Asymptotic properties of heavy diffusion particles system
V Konarovskyi
A PARTICLE MODEL FOR WASSERSTEIN TYPE DIFFUSION
V Konarovskyi, M von Renesse
Mathematical model of coalescing diffusion particles system with variable weights
V Konarovskyi
AV Ivanov, IV Orlovsky Asymptotic properties of linear regression parameter es-timator in the case of long-range dependent regressors and noise
OL Izyumtseva, IV Karnaukh, VV Konarovskyi, MM Osypchuk, MI Portenko, ...
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Articles 1–20