4 citations · 7 across the 3 of their papers we have counts for
5 papers
On holomorphic matrices on bordered Riemann surfaces
Jürgen Leiterer
Let $\D$ be the unit disk. Kutzschebauch and Studer \cite{KS} recently proved that, for each continuous map $A:\overline D\to \mathrm{SL}(2,\C)$, which is holomorphic in $\D$, ther…
Aspects of the Levi form
Judith Brinkschulte, C. Denson Hill, Jürgen Leiterer +1
We discuss various analytical and geometrical aspects of the Levi form, which is associated with a CR manifold having any CR dimension and any CR codimension.
Similarity of holomorphic matrices on 1-dimensional Stein spaces
Jürgen Leiterer
R. Guralnick [Linear Algebra Appl. 99, 85-96 (1988)] proved that two holomorphic matrices on a noncompact connected Riemann surface, which are locally holomorphically similar, are…
On the Jordan structure of holomorphic matrices
Jürgen Leiterer
Let be an open subset of , and let be an matrix of holomorphic functions on . We call a point for …
Local and global similarity of holomorphic matrices
Jürgen Leiterer
R. Guralnick (Linear Algebra Appl. 99, 85-96, 1988) proved that two holomorphic matrices on a noncompact connected Riemann surface, which are locally holomorphically similar, are g…