Homepage von Nikolai Nowaczyk

Allgemeine Informationen

• Termin: Dienstags, 17-19 Uhr
• Raum: PHY 9.1.11
• Dozent: Prof. Helmut Abels
• Gruppe: 7

Anstehende Termine

Provides a package to subdivide proofs into several steps. Concerning the layout of the documentation I am open for suggestions.

Mathematical texts that are typed with LaTeX certainly look great. But typing LaTeX usually takes quite some time. So one could think about how to speed things up a little. One reason why typing takes long is that you have to type the same commands over and over again, things like, e.g.

\begin{enumerate}
\item ...
\end{enumerate}

This article adresses the following problem: Assuming you have some amount of data, let's say 20 GB, on your local machine at home, and you would like to synchronize this data with a remote server. You are a security aware person and your local hard drive is encrypted. Therefore, it would make no sense to just upload this data unencryptedy to an unencrypted remote server you eventually don't even really trust.

Frühjahrsakademie 2012, Wegberg

Winterakademie 2011, Wegberg

Allgemeine Informationen

• Termin: Dienstags, 16-18 Uhr
• Raum: PHY 9.1.08
• Dozent: Prof. Helmut Abels

Anstehende Termine

This script contains two approaches to the dreaded tensor product: Both the Jedi and the Sith explain their side of the force hoping to bridge the gap between algebra and differential geometry. This is a joint work with Jesko Hüttenhain. We presented this work in the Basic Notions Seminar.

My diploma thesis based on an article by Gol'dshtein, Kuz'minov and Shvedov.

Upcoming Talks:

• 17.09.11, 11:00, Köln, Studierendenkonferenz, DMV Tagung 2011
• 13.05.11, 10:00, Regensburg, Oberseminar Globale Analysis
• 04.04.11, 16:00, Münster, Oberseminar Differential Geometry
• 28.03.11, 15:00, Bonn, MPI Lecture Hall, Seminar on Topics in topology

This script is based on a handwritten version by Prof. Ballmann. It contains the standard topics of a second semester in Differential Geometry, namely comparison theory, projective and symmetric spaces and Lie groups.