Physics 651: Relativistic Quantum Field Theory I

You can now pick up your final projects at Newman 334. There will be no solutions for the final; however, you can find the answers (and a brief explanation of the calculations involved) in the book "Leptons and Quarks", by Okun (call number QC793.5.L422 O41 1982 in the Physics library), chapter 3. As a courtesy to your classmates, please do not check it out of the library; make copies of the relevant pages instead.
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REQUIRED:
- An Introduction to Quantum Field Theory, by Michael Peskin and Daniel Schroeder ( book webpage / errata webpage )
OPTIONAL:
- Quantum Field Theory in a Nutshell, by Anthony Zee ( book webpage )
- The Quantum Theory of Fields, by Steven Weinberg
- Quantum Field Theory, by Lewis Ryder
- Field Theory: a Modern Primer, by Pierre Ramond

Problem Set 1 (due WED, 09/08): ps or pdf
Problem Set 2 (due WED, 09/15): ps or pdf
Problem Set 3 (due WED, 09/22): ps or pdf
Problem Set 4 (due WED, 09/29): ps or pdf
Problem Set 5 (due WED, 10/06): ps or pdf
Problem Set 6 (due WED, 10/13): ps or pdf
Problem Set 7 (due WED, 10/20): ps or pdf
Problem Set 8 (due WED, 11/03): ps or pdf
Problem Set 9 (due WED, 11/10): ps or pdf
Problem Set 10 (due WED, 11/17): ps or pdf
Problem Set 11 (due WED, 11/24): ps or pdf

Lecturer: Prof. Maxim Perelstein, Newman 334, (607) 255-4118 ( official webpage / personal webpage / email )
Grader: Mr. Yaroslav Rodionov, Newman 424, (email)