LECTURE COURSES
Antony Wassermann

ANALYSIS OF OPERATORS, Michaelmas 2006

Provisional unedited notes from Part III lecture course ps
(at the moment the appendices have been removed)

Mock examination questions


VON NEUMANN ALGEBRAS, Lent 2008

Proposed syllabus ps

A Part III course on von Neumann algebras from 1991 ps

Some books relevant to the course

Scanned notes for the current Part III lecture course : Chapter I  Chapter II
(at the moment the appendix on Property T has been removed)

Mock examination questions

ANALYSIS OF OPERATORS, Lent 2009

Proposed syllabus dvi

Provisional unedited notes from Part III lecture course dvi
(non-examinable sections on the Selberg trace formula will be added in April)

Mock examination questions

ATIYAH-SINGER INDEX THEOREM, Lent 2010
 
Proposed syllabus dvi

The course will more or less follow the Part III lecture notes from 1997 dvi pdf 

Lecture notes for Lent 2010 course dvi pdf
Mock examination questions for 2010

Mock examination questions from 1997
Part III examination from 1997

KAC-MOODY AND VIRASORO ALGEBRAS, Lent 2011

Proposed syllabus dvi pdf

The course will be a simplified and expanded version of the Part III course given in 1998 dvi pdf,  with more emphasis on SU(2) and with new material on vertex algebras.

Lecture notes for Lent 2011 course: first part dvi pdf; second part dvi pdf; appendices dvi pdf
Mock examination questions for 2011

Mock examination questions from 1998
Part III examination from 1998

ANALYSIS OF OPERATORS, Michaelmas 2012

Proposed syllabus dvi

Provisional snapshot of lecture notes (still in the course of correction/preparation) dvi

Note: this course was not lectured due to illness.

ANALYSIS OF OPERATORS,  Michaelmas 2014

Proposed syllabus pdf

This course will be a modified version of the lecture notes posted in 2012. Additional material will include analysis on the regular and singular sets of
a Schottky group. Complete lecture notes for the course will become available for download during term time.