Lecture Notes |
Painstakingly-edited typeset lecture notes (recommended) |
Hastily-scribbled lecture notes | Lecture recording | Subject |
from lecture 01 | lecture 01 recording | Goals; Anomalies |
from lecture 02 | lecture 02 recording | Anomalies; emergence of the Dirac equation in 1+1d |
from lecture 03 | lecture 03 recording | More anomalies |
from lecture 04 | lecture 04 recording | Effective field theory of gravity and of particle physics |
from lecture 05 | lecture 05 recording | Effective field theory of superconductors and superfluids |
from lecture 06 | lecture 06 recording | Effective field theory of metal |
from lecture 07 | lecture 07 recording | Effective field theory of metal, continued |
from lecture 08 | lecture 08 recording | Coherent state path integrals for bosons and fermions |
from lecture 09 | lecture 09 recording | Path integrals (and sums) for spins; geometric quantization |
from lecture 10 | lecture 10 recording | Coherent state parth integrals for spins |
from lecture 11 | lecture 11 recording | Topological terms from integrating out fermions; pions |
from lecture 12 | lecture 12 recording | More on pions |
from lecture 13 | lecture 13 recording | Nucleons as solitons; Field theory of spin systems |
from lecture 14 | lecture 14 recording | Field theory of the Neel phase |
from lecture 15 | lecture 15 recording | Large N |
from lecture 16 | lecture 16 recording | Transverse-field Ising model |
from lecture 17 | lecture 17 recording | Field theory of the transverse-field Ising model |
from lecture 18 | lecture 18 recording | Superfluid-insulator transition and T-duality |
from lecture 19 | lecture 19 recording | Bosonization |
from lecture 20 | lecture 20 recording | Holographic duality |