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Leonid Mytnik
Leonid Mytnik
Technion --- Israel Institute of Technology
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Tytuł
Cytowane przez
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Effect of noise on front propagation in reaction-diffusion equations of KPP type
C Mueller, L Mytnik, J Quastel
Inventiones mathematicae 184 (2), 405-453, 2011
1172011
Stochastic partial differential equation driven by stable noise
L Mytnik
Probability theory and related fields 123 (2), 157-201, 2002
982002
Pathwise uniqueness for stochastic heat equations with Hölder continuous coefficients: the white noise case
L Mytnik, E Perkins
Probability theory and related fields 149 (1), 1-96, 2011
852011
On pathwise uniqueness for stochastic heat equations with non-Lipschitz coefficients
L Mytnik, E Perkins, A Sturm
832006
Superprocesses in random environments
L Mytnik
The Annals of Probability 24 (4), 1953-1978, 1996
761996
Strong solutions for stochastic differential equations with jumps
Z Li, L Mytnik
Annales de l'IHP Probabilités et statistiques 47 (4), 1055-1067, 2011
642011
Weak uniqueness for the heat equation with noise
L Mytnik
Annals of probability, 968-984, 1998
541998
Nonuniqueness for a parabolic SPDE with -Hölder diffusion coefficients
C Mueller, L Mytnik, E Perkins
502014
Uniqueness for a mutually catalytic branching model
L Mytnik
Probability theory and related fields 112 (2), 245-253, 1998
481998
Regularity and irregularity of $\bolds {(1+\beta)} $-stable super-Brownian motion
L Mytnik, E Perkins
The Annals of Probability 31 (3), 1413-1440, 2003
402003
Strong existence and uniqueness for stable stochastic differential equations with distributional drift
S Athreya, O Butkovsky, L Mytnik
The Annals of Probability 48 (1), 178-210, 2020
352020
Uniqueness for Volterra-type stochastic integral equations
L Mytnik, TS Salisbury
arXiv preprint arXiv:1502.05513, 2015
352015
Well‐posedness of stochastic heat equation with distributional drift and skew stochastic heat equation
S Athreya, O Butkovsky, K Lê, L Mytnik
Communications on Pure and Applied Mathematics 77 (5), 2708-2777, 2024
332024
Optimal local Hölder index for density states of superprocesses with (1+β)-branching mechanism
K Fleischmann, L Mytnik, V Wachtel
312010
Regularization by noise and flows of solutions for a stochastic heat equation
O Butkovsky, L Mytnik
302019
Mutually catalytic branching in the plane: Infinite measure states
DA Dawson, AM Etheridge, K Fleischmann, L Mytnik, EA Perkins, J Xiong
Electron. J. Probab 7, 61, 2002
292002
Mutually catalytic branching in the plane: finite measure states
DA Dawson, AM Etheridge, K Fleischmann, L Mytnik, EA Perkins, J Xiong
The Annals of Probability 30 (4), 1681-1762, 2002
252002
The speed of a random front for stochastic reaction–diffusion equations with strong noise
C Mueller, L Mytnik, L Ryzhik
Communications in Mathematical Physics 384 (2), 699-732, 2021
242021
Mutually catalytic branching in the plane: Uniqueness
DA Dawson, K Fleischmann, L Mytnik, EA Perkins, J Xiong
Annales de l'IHP Probabilités et statistiques 39 (1), 135-191, 2003
242003
The Aldous chain on cladograms in the diffusion limit
W Löhr, L Mytnik, A Winter
232020
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