MATH 6260, Geometry of Quantum Fields,
Dr. Markus Pflaum
Provides a rigorous treatment of infinite series, sequences of functions and multivariable analysis.
Time permitting an introduction to Lebesgue integration and/or Fourier analysis will be given.
Lecture Hours and Venue:
MWF 1:50 p.m. - 2:40 p.m., HUMN 180.
Mon. 10:00 a.m. - 11:00 p.m., Tue. 2:30 p.m. - 3:00 p.m., and by appointment
Homework assignments will be given here.
In addition to the homework, each student has to work on a course project and write a short paper (around 5 pages)
which will be presented in class. A selection of possible topics will be provided
here, but you can propose your
Your grade will be determined from the talk and the course project.
It is planned to create notes (and beyond) of the
lectures with the help of interested students.
Folland, G.B., Quantum Field Theory : A Tourist Guide for Mathematicians, AMS (2008).
Takhtajan, L.A., Quantum Mechanics for Mathematicians, AMS (2008).
Streater, R.F. and Wightman, A.S., PCT, Spin, Statistics, and All That, Basic Books.
The CRing Project
The FANCy Project
The Geometry of Classical and Quantum Fields
Last modified: Sun, August 26, 2021