Лекции
1
Lecture 1. Classical Fields and Symmetries
01:38:28
2
Lecture 2. Tensor Fields, Euler-Lagrange Equations, Lorentz Transformations
01:47:47
3
Lecture 3. Lorentz and Poincare Groups, Noether's Theorem
01:48:56
4
Lecture 4. Applications of Noether's Theorem. Conservation Laws and Symmetries
01:48:10
5
Lecture 5. Conserved Charges as Symmetry Generators. Klein–Gordon Field. Mass-Shell Condition
01:58:07
6
Lecture 6. More on Klein–Gordon Equation. Canonical Quantization
01:52:24
7
Lecture 7. Second Quantization. Commutation and Green's Functions, Pauli–Jordan Function
01:43:10
8
Lecture 8. Retarded and Advanced Green's Functions. Feynman Propagator. Yukawa Force
01:38:34
9
Lecture 9. Yukawa Force. Dirac Equation
01:41:19
10
Lecture 10. The Dirac Equation and Lorentz Transformations
01:51:01
11
Lecture 11. Lorentz Boosts, Parity
01:44:29
12
Lecture 12. Time Reversal, Weyl Spinors and Weyl Equations
02:20:05