Loewner chains with Levy drivers have been proposed in the physics literature as models
related to random dendritic growth in off-critical systems (and even for diffusion-limited …

Karl Löwner (later known as Charles Loewner) introduced his famous differential equation in
1923 to solve the Bieberbach conjecture for series expansion coefficients of univalent …

Average harmonic spectrum of the whole-plane SLE - IOPscience Skip to content IOP
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We complete the mathematical analysis of the fine structure of harmonic measure on SLE
curves that was initiated in Beliaev and Smirnov (Commun Math Phys 290 (2): 577–595 …

We consider a class of radial Levy–Loewner evolutions and compute exactly sets of points
in their average means beta-spectrum. The methods we use originate from our previous …

arXiv:1203.2756v4 [math-ph] 23 Oct 2012 Page 1 arXiv:1203.2756v4 [math-ph] 23 Oct 2012 On
Exact Multi-fractal Spectrum of the Whole-Plane SLE Igor Loutsenko Université Paris Diderot …

We review applications of theory of classical and quantum integrable systems to the free-
boundary problems of fluid mechanics as well as to corresponding problems of statistical …

We consider the whole-plane SLE conformal map f from the unit disk to the slit plane, and
show that its mixed moments, involving a power p of the derivative modulus| f'| and a power …

It has been shown that for f an instance of the whole-plane SLE unbounded conformal map
from the unit disk DD to the slit plane, the derivative moments E (| f'(z) |^ p) E (| f′(z)| p) can …

We present new exact results for the complex generalized integral means spectrum (in the
sense of Duplantier et al.(Commun Math Phys 359 (3): 823–868, 2018)) for two kinds of …