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Lecture notes from MPI seminar

Posted By javier On December 15, 2008 @ 6:07 pm In library,news | No Comments

Pierre-Emmanuel Chaput TeXed his own lecture notes from the lecture he gave at the MPI seminar.

During his lecture, he went on following the Connes-Consani paper and their construction of the gadget associated to Chevalley groups, that gives a variety defined over the quadratic extension  \mathbb{F}_1{^2} .

Tomorrow, Peter Arndt from the University of Göttingen will give us an introduction to Durov’s approach to  \mathbb{F}_{1} geometry. This will be the last talk at the F_un study seminar before Christmas. Hopefully Bram Mesland and Oliver Lorscheid will keep it running in January.


Article printed from F_un mathematics: http://cage.ugent.be/~kthas/Fun

URL to article: http://cage.ugent.be/~kthas/Fun/index.php/lecture-notes-from-mpi-seminar.html

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[1] Image: http://matrix.cmi.ua.ac.be/FUN/DATA/f1.pdf

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