Some nice introductory/expository papers
On Math Overflow, someone asked for a single paper everyone should read. Here I repeat those which were particularly nice to read for me.
Month: October, 2009
Table of contents from (parts of) Grothendiecks work found on the 'net
Thanos Papaïoannou has put together the table of contents for the most important Grothendieck books. Could be useful to look up a specific term.
Classifying Riemann surfaces
I sketch a (well-known) classification of Riemann surfaces. I wrote this because I couldn't find a quick overview of the classification on the web. References for further reading in the wikipedia are given in the text.
Walk-through to Morel-Voevodsky: A¹-homotopy theory of schemes (1999)
As I'm currently reading Voevodskys paper on A¹-homotopy theory of schemes, I will by and by write a little "walk-through" with hints & comments on how to find additional information to better (or even start to) understand the paper.
