London Junior Geometry Seminar

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Notes

• Basics of Seiberg–Witten theory (Tim Perutz, May 2002)
• Equivariant cohomology (Sébastien Racanière, February 2003)
• Useful theorems in complex geometry and Notes on mirror symmetry (Diego Matessi, April 2003)
• Hyperbolic spaces, R-trees and outer automorphism groups (Henry Wilton, April 2003)
• L²-cohomology and Gromov's Kähler hyperbolicity (Michael Tweedale, January 2004)
• Lie groupoids and Poisson geometry (Sébastien Racanière, May 2004)
• Bass–Serre theory (Henry Wilton, June 2004)
• Ends of groups and compact Kähler manifolds (Michael Tweedale, June 2004)
• Crossed modules, pictures, and 2-dimensional topology (Michael Tweedale, October 2004)
• Algebraic geometry over groups (Henry Wilton, November 2004)
• Generalized G2-manifolds (Fred Witt, January 2005)
• Classifying spaces for proper actions and Bredon cohomology (Michael Tweedale, January 2005)
• Limit groups (Henry Wilton, February 2005)
• Soluble Lie groups (Andrew Harkins, April 2005; notes taken by Will Dison)
• Property (T) and all that (Michael Tweedale, May 2005)
• Mostow rigidity (Martin Bridson, June 2005; notes taken by Will Dison)
• Algebraic K theory after Quillen (Michael Tweedale, May 2005)
• Homotopy Groups: the quickest tour in the west (John R. Calabrese, Oct 2009)

Please get in touch if you have any notes to add to this collection.

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