Ph 205 Relativistic Quantum Mechanics

This is a 3-quarter course covering basic quantum field theory, including QED, renormalization, path-integrals, and Yang-Mills theory.

Required: Mark Srednicki, Quantum Field Theory, Cambridge University Press.
Recommended: R. D. Klauber, Student-Friendly Quantum Field Theory, Sandtrove Press.

My office is 420 Downs. My office hour is on Friday, 10-11 a.m.

TA: Tristan McKinney, 417 Downs. TA office hous is on  Tuesday, 4-5 pm.

There will be no exams; instead there will be a homework problem set each week. It will be posted on this website Wednesday night or Thursday morning  and will be due a week later. Homework should be given directly to the TA or left in his mailbox in East Bridge. The TA will produce solution sets; you will find them outside of my office. Graded homework will be placed there as well. Grading will be done on the basis of the homework. If you need an extension, you should ask me in advance; without an extension late homework will not be graded.

Grading scheme: each problem is worth 10 pts, unless it is made of subproblems, in which case each subproblem is worth 10 pts. A passing grade is getting 50% of the maximal possible number of points.

Fall quarter HW

Week 1 HW    Notes for week 1   Reading: section 1.1        Solutions for HW1

Week 2 HW   Notes for week 2    Reading: section 1.3, 1.4  Solutions for HW2

Week 3 HW    Reading: section 1.5   Solutions for HW3

Week 4 HW     Reading: sections 1.6, 1.7, 1.8   Solutions for HW4

Week 5 HW    Reading: sections 1.9, 1.10.    Solutions for HW5

Week 6 HW   Reading: sections 1.11-1.16.   Solutions for HW6

Week 7 HW  Reading: sections 1.17-1.19, 1.27.   Solutions for HW7

Week 8 HW  Reading: sections 1.28, 1.21.   Solutions for HW8

Winter quarter HW

Week 1 HW    Solutions for HW1

Week 2: no HW

Week 3 HW     Solutions for HW3

Week 4 HW     Solutions for HW4

Week 5 HW

Week 6: no HW

Week 7 HW

Week 8 HW

Week 9 HW

Spring Quarter HW

Week 1 HW

Week 2 HW

Week 3 - no HW

Week 4 HW

Week 5 HW