H. Herrmann

collaborators

3 papers

math.CV2018

$G$ -equivariant embedding theorems for CR manifolds of high codimension

Kevin Fritsch, Hendrik Herrmann, Chin-Yu Hsiao

Let $(X, T^{1, 0} X)$ be a $(2 n + 1 + d)$ -dimensional compact CR manifold with codimension $d + 1$ , $d \geq 1$ , and let $G$ be a $d$ -dimensional compact Lie group with CR action on $X$ and $T…

math.CV2018

Torus equivariant Szegő kernel asymptotics on strongly pseudoconvex CR manifolds

Hendrik Herrmann, Chin-Yu Hsiao, Xiaoshan Li

Let $(X, T^{1, 0} X)$ be a compact strongly pseudoconvex CR manifold of dimension $2 n + 1$ . Assume that $X$ admits a Torus action $T^{d}$ . In this work, we study the behavior of torus eq…

math.CV2018

A survey on zeros of random holomorphic sections

Turgay Bayraktar, Dan Coman, Hendrik Herrmann +1

We survey results on the distribution of zeros of random polynomials and of random holomorphic sections of line bundles, especially for large classes of probability measures on the…

G-equivariant embedding theorems for CR manifolds of high codimension

Torus equivariant Szegő kernel asymptotics on strongly pseudoconvex CR manifolds

A survey on zeros of random holomorphic sections

$G$ -equivariant embedding theorems for CR manifolds of high codimension