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Stefan Kebekus 2024-07-26 15:30:17 +02:00
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MFO26.tex
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@ -54,12 +54,14 @@
\maketitle
\section{Workshop Title}
\section{Title and proposed organizers}
\subsection{Workshop Title}
Komplexe Analysis --- Analytic and Algebraic Methods in the Theory of Kähler Spaces
\section{Proposed Organizers}
\subsection{Proposed Organizers}
\begin{tabular}{ll}
\parbox[t]{7cm}{
@ -138,16 +140,27 @@ Secondary & 14 &--& Algebraic geometry \\
\section{Description of the Workshop}
The proposed workshop presents recent results in Complex Geometry and surveys
relations to other fields. For 2026, we would like to emphasize the fields
described below. Each relates to complex analysis differently. Each has seen
substantial progress recently, producing results that will be of importance for
years to come.
We will account for new developments that arise between the time of submission
of this proposal and the time of the workshop. Following good Oberwolfach
tradition, we will keep the number of talks small to provide ample opportunity
for informal discussions.
The proposed workshop presents recent results in Complex Geometry and Kähler
spaces, focusing on a combination of analytic and algebraic methods. We aim to
emphasize the fields described below, each rooted in complex analysis and
interconnected with various other branches of mathematics.
An important goal of our workshop is to foster collaborations between
mathematicians from different communities, with diverse backgrounds and
perspectives. We have invited experts from related fields, and we will ask them
to give survey talks on their work early in the week. This will allow them to
introduce themselves to the complex geometers attending the workshop and provide
ample opportunities for discussions throughout the rest of the week.
Following the Oberwolfach guidelines, we will keep the number of talks
comparatively small (no more than 25) to allow for plenty of informal
discussions.
One evening during the workshop, we will hold a special session where junior
participants who are not selected to give a 60-minute talk can give a 5-10
minute pitch on their work to introduce themselves to the community.
\subsection{Canonical Metrics and Hyperbolicity}