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20182026
most citedAn asymptotic radius of convergence for the Loewner equation and simulation of traces via splitting

7 citations · 19 across the 24 of their papers we have counts for

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Showing 2021Show all

5 papers · 1 filter

math-ph2021★ 3 cited

Local Central Limit Theorem for Long-Range Two-Body Potentials at Sufficiently High Temperatures

Eric O. Endo, Vlad Margarint

Dobrushin and Tirozzi [14] showed that, for a Gibbs measure with the finite-range potential, the Local Central Limit Theorem is implied by the Integral Central Limit Theorem. Campa…

math.PR2021

Perturbations of Multiple Schramm-Loewner Evolution with Two Non-colliding Dyson Brownian Motions

Jiaming Chen, Vlad Margarint

In this article, we study multiple , for , driven by Dyson Brownian motion. This model was introduced in the unit disk by Cardy in connection with the Calogero-Su…

math.PR2021★ 1 cited

Law of the SLE tip

Oleg Butkovsky, Vlad Margarint, Yizheng Yuan

We analyze the law of the SLE tip at a fixed time in capacity parametrization. We describe it as the stationary law of a suitable diffusion process, and show that it has a density…

math.PR2021★ 3 cited

Splitting algorithm and normed convergence for drawing the random fractal Loewner curves

Jiaming Chen, Vlad Margarint

In the first part of the paper we propose and study the approximation of the trace via the Ninomiya-Victoir splitting algorithm. We prove the uniform convergence in probabi…

math.PR2021

On Loewner chains driven by semimartingales and complex Bessel-type SDEs

Vlad Margarint, Atul Shekhar, Yizheng Yuan

We prove existence (and simpleness) of the trace for both forward and backward Loewner chains under fairly general conditions on semimartingale drivers. As an application, we show…