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Carsten Schultz Seiten

Impressum Diese Website wird betrieben von Carsten Schultz, Graefestraße 2, 10967 Berlin. Per elektronischer Post s.o. schneller zu erreichen als telefonisch. Please note that the links in parentheses are to the published versions. For my preprints you can also go directly to my arXiv listing. Paths of homomorphisms from stable Kneser graphs. To appear in Combinatorica. The equivariant topology of stable Kneser graphs. Topology of Hom complexes and test graphs for bounding chromatic number. October 2.
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FU Mathe Team

Nach der Marathonstaffel 2000 hat Miriam einen wöchentlichen Lauftreff angeregt. Inzwischen sind wir wirklich ein Team! Trifft sich immer noch im Hexenkeller. Termindiskussionen erfolgen über unsere Mailingliste. Der Grund für die Existenz dieser Seite. Aktuelle Berichte aus dem Jahr 2008. Ältere Berichte aus den Jahren 2007. Offizieller geht es auf den Seiten des BLV.

The Lazy Science

Well, as promised, the end is near. I have begun moving thelazyscience. The future location will be at peter. However, the next post is almost finished.

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Carsten Schultz Seiten

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Impressum Diese Website wird betrieben von Carsten Schultz, Graefestraße 2, 10967 Berlin. Per elektronischer Post s.o. schneller zu erreichen als telefonisch. Please note that the links in parentheses are to the published versions. For my preprints you can also go directly to my arXiv listing. Paths of homomorphisms from stable Kneser graphs. To appear in Combinatorica. The equivariant topology of stable Kneser graphs. Topology of Hom complexes and test graphs for bounding chromatic number. October 2.

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The domain carsten.codimi.de had the following on the web site, "Impressum Diese Website wird betrieben von Carsten Schultz, Graefestraße 2, 10967 Berlin." I observed that the website said " schneller zu erreichen als telefonisch." They also stated " Please note that the links in parentheses are to the published versions. For my preprints you can also go directly to my arXiv listing. Paths of homomorphisms from stable Kneser graphs. The equivariant topology of stable Kneser graphs. Topology of Hom complexes and test graphs for bounding chromatic number."

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