Quantum Field Theory I - I 2018
Mathematical Physics – Room 316
Wednesday and Friday, 10h at Room 210, Ala 2 Ed. Principal
I will not follow one textbook. At times I will be
taking material from a specific book, which I will point
out. But I hope to provide a good set of lecture notes
Here is a list of books that I find useful, some of
which have material I will present in class:
"An Introduction to Quantum Field Theory”, M. E.
Peskin and D. V. Schroeder;
Theory”, Itzykson and Zuber;
“The Quantum Theory of Fields I and II”, S. Weinberg;
"Quantum Field Theory in a Nutshell", A. Zee;
"Modern Quantum Field Theory", T. Banks;
"Condensed Matter Field Theory", Altland and Simons;
"Advanced Quantum Field Theory", M. Shifman;
"Dynamics of the Standard Model", J. Donoghue, E.
Golowich and B. Holstein;
"Quantum Field Theory", M. Srednicki.
"Gauge Theory of Elementary Particle Physics", T.-P. Cheng
and L.-F. Li.
II: Canonical Quantization
III: Functional Integral Formulation
IV: Interactions and Perturbation Theory
V: Quantization of Gauge Theories
VI: Quantum Electrodynamics
VII: Renormalization I
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