Note that the problem sets can be solved in groups of two and that you’re requested to hand in your solutions in paper format before the deadline. Matt Luzum, Nov 21, , 4: Matt Luzum, Aug 28, , 9: Schwabl ch 2, 3. Introduction, the Klein-Gordon equation, Electromagnetic fields. This the third quarter of a one year graduate level course.
Matt Luzum, Oct 16, , 7: Tentative list of topics:. Relativistic Quantum Mechanics 4. Matt Luzum, Nov 6, , 5: I don’t want you to just copy from someone else’s work because you won’t learn anything that way, but if you work out the solution jointly with someone else or with a group, that’s fine. Lattice Translation Sakurai 4. Homework assignments should be handed in before the lecture on the day of the deadline.
Physics 215, Winter 2007
Matt Luzum, Aug 28,9: Deadlines Homework assignments should be handed in before the lecture on the day of the deadline. Matt Luzum, May 15, Matt Luzum, Aug 21, Matt Luzum, Jul 19,9: Time reversal Sakurai 4, Shankar 11 6 April — Symmetries: Shankar, Principles of Quantum Mechanics.
Matt Luzum, Sep 4, Matt Luzum, Aug 19,2: Relativistic Quantum Mechanics 1. Of sakhrai, on exams, your paper has to be entirely your own work.
I encourage students to work together on the homework. Matt Luzum, Apr 3,8: Matt Luzum, May 29, Matt Luzum, Oct 3, Matt Luzum, Apr 2,1: Matt Luzum, Aug 27, Schwabl ch 2, 3. Matt Luzum, Aug 13,3: Gauge invariance, the Dirac equation in standard representation, Free-particle solution. Introduction, cross sections, 2-body kinematics 3 May — Scattering: Lattice Translation Sakurai 4.
I will start from the beginning and develop the major ideas of quantum mechanics. This the third quarter of a one year graduate level course. Thus a student who has not seen some particular idea or method will be able to learn it in this course.
Sakurai & Napolitano: Quantum Mechanics | Ben Levy
Time reversal Sakurai 4, Shankar 11 17 April — Symmetries: Matt Luzum, Apr 19, Matt Luzum, Oct 24, T-operator and the optical theorem, Born Approximation, spherical waves.
Matt Luzum, May 29,9: Relativistic Quantum Mechanics 4.
Matt Luzum, May 18,7: Exams are to be taken without notes or books. Schwabl ch 5, 6.
Green’s function methods — Lippmann-Schwinger equation Sakurai 7. Normalizable and non-normalizable states, measurement, uncertainty principle Sakurai Ch. Program Tentative list of topics: