In this paper, we show that the chordal Loewner differential equation with Cβ driving function generates a Cβ+ 1 2 slit for 12 < β ≤ 2, except when β = 32 the slit is only proved to be weakly C1,1.
In this text we make study of the geometry of the solutions to the radial and chordal Loewner PDEs, ...
The work at hand studies problems from Loewner theory and is divided into two parts: In part 1 (c...
AbstractWe obtain a first order differential equation for the driving function of the chordal Loewne...
Abstract. D. Marshall and S. Rohde have recently shown that there exists C 0 > 0 so that the Loew...
We study conditions on the driving term of the Loewner equation which guarantee that the equation ge...
The aim of this survey paper is to present a complete direct proof of a well celebrated cornerstone ...
In his study of extremal problems for univalent functions, K. Löwner [11] (who later changed his na...
The multiple-slit version of Loewner’s differential equation and pointwise Hölder continuity o
AbstractWe consider the Löwner differential equation in ordinary derivatives generating univalent se...
We give a generalization of the Komatu-Loewner equation to multiple slits. Therefore, we consider an...
The first goal of this thesis is to generalize Loewner's famous differential equation to multiply co...
In this note, we solve the Loewner equation in the upper half-plane with forcing function t(t), for ...
The radial Komatu-Loewner equation is a differential equation for certain nor-malized conformal mapp...
We study the chordal Loewner equation associated with certain driving functions that produce infinit...
Thesis (Ph.D.)--University of Washington, 2014The Loewner differential equation, a classical tool th...
In this text we make study of the geometry of the solutions to the radial and chordal Loewner PDEs, ...
The work at hand studies problems from Loewner theory and is divided into two parts: In part 1 (c...
AbstractWe obtain a first order differential equation for the driving function of the chordal Loewne...
Abstract. D. Marshall and S. Rohde have recently shown that there exists C 0 > 0 so that the Loew...
We study conditions on the driving term of the Loewner equation which guarantee that the equation ge...
The aim of this survey paper is to present a complete direct proof of a well celebrated cornerstone ...
In his study of extremal problems for univalent functions, K. Löwner [11] (who later changed his na...
The multiple-slit version of Loewner’s differential equation and pointwise Hölder continuity o
AbstractWe consider the Löwner differential equation in ordinary derivatives generating univalent se...
We give a generalization of the Komatu-Loewner equation to multiple slits. Therefore, we consider an...
The first goal of this thesis is to generalize Loewner's famous differential equation to multiply co...
In this note, we solve the Loewner equation in the upper half-plane with forcing function t(t), for ...
The radial Komatu-Loewner equation is a differential equation for certain nor-malized conformal mapp...
We study the chordal Loewner equation associated with certain driving functions that produce infinit...
Thesis (Ph.D.)--University of Washington, 2014The Loewner differential equation, a classical tool th...
In this text we make study of the geometry of the solutions to the radial and chordal Loewner PDEs, ...
The work at hand studies problems from Loewner theory and is divided into two parts: In part 1 (c...
AbstractWe obtain a first order differential equation for the driving function of the chordal Loewne...