1. Formalism of Quantum Mechanics
   1. Postulates
   2. Linear Algebra and Hilbert Space (Tung: ch 4 & AppII; Hamm: ch3; mess: ch5&7)
   3. Measurement
2. Group Theory
   1. General Group Theory (Tung: ch2,3; Hamm: ch1,2; tink: 1-3; Ziman: ch7)
   2. Discrete Groups (Tink: ch 4; Hamm ch2)
   3. Continuous Groups (Tung: ch6-8; Hamm: ch8,9; Tink:ch 5; Ziman: ch7)
   4. Symmetric Group (Hamm: 7; Tung: ch5)
3. Special Relativity (Schweber[RQFT]: ch2; Ziman: ch6
4. The Dirac Equation(Bjorken and Drell, v1: ch 1-5; Sakurai: ch 3; Tung: ch 10; Mess: ch20; Schweber[RQFT]: ch3-5)

PHY854:

1. Classical Field Theory
   1. Postulates
   2. Linear Algebra and Hilbert Space (Tung: App II)

Problem Set 1:
availble, due by: October 29
Problem Set 2:
due by: November 29
Problem Set 3:
due by: December 15

Problem Set 1: Linear Vector Spaces

Problem Set 2: Point Groups

Problem Set 3: Dirac Equation and algebra

Postulates of Quantum Mechanics (PS) (PDF)

Group Theory Definitions (PS) (PDF)