-
Charles Loewner (29 May 1893 – 8
January 1968) was an
American mathematician. His name was
Karel Löwner in
Czech and Karl Löwner in German. Karl
Loewner was...
- In
probability theory, the Schramm–
Loewner evolution with
parameter κ, also
known as
stochastic Loewner evolution (SLEκ), is a
family of
random planar...
- In mathematics,
Loewner order is the
partial order defined by the
convex cone of
positive semi-definite matrices. This
order is
usually emplo**** to generalize...
- In
complex analysis, the
Loewner energy is an
invariant of a
domain in the
complex plane, or
equivalently an
invariant of the
boundary of the domain,...
-
probability theory,
including Teichmüller theory, the Schramm–
Loewner evolution, and
Loewner energy.
Originally from China, and
educated in
France and Switzerland...
- mathematics, the
Loewner differential equation, or
Loewner equation, is an
ordinary differential equation discovered by
Charles Loewner in 1923 in complex...
- In
differential geometry,
Loewner's torus inequality is an
inequality due to
Charles Loewner. It
relates the
systole and the area of an
arbitrary Riemannian...
-
processes such as self-avoiding
random walks,
Brownian motion, Schramm–
Loewner evolution, and
related theories in
probability theory and mathematical...
- Israeli-American
mathematician known for the
invention of the Schramm–
Loewner evolution (SLE) and for
working at the
intersection of
conformal field...
-
stochastic processes,
including graphons,
random planar maps, the Schramm–
Loewner evolution, and
their applications to
quantum gravity. She was a Junior...
