This variation leads to the famous field equations: $$R_\mu\nu - \frac12g_\mu\nuR + \Lambda g_\mu\nu = \kappa T_\mu\nu$$
Here is the roadmap from the updated PDF. Each chapter is designed for a one-to-two week study session.
If you successfully acquire the PDF, you will find that Susskind does not waste time. Here is the exact table of contents you should see (Version UPD 2.4+):
Rμν - 1/2Rgμν = (8πG/c^4)Tμν
: The foundational idea that gravity and acceleration are indistinguishable, which leads to the realization that gravity is a manifestation of curved spacetime.
Pedagogical features
Read Susskind's "Historical Aside" (new in upd) – Einstein had no rigorous derivation. The equations are the simplest possible curvature–matter relationship consistent with conservation of energy. That humility is valuable.
This variation leads to the famous field equations: $$R_\mu\nu - \frac12g_\mu\nuR + \Lambda g_\mu\nu = \kappa T_\mu\nu$$
Here is the roadmap from the updated PDF. Each chapter is designed for a one-to-two week study session. the theoretical minimum general relativity pdf upd
If you successfully acquire the PDF, you will find that Susskind does not waste time. Here is the exact table of contents you should see (Version UPD 2.4+): This variation leads to the famous field equations:
Rμν - 1/2Rgμν = (8πG/c^4)Tμν
: The foundational idea that gravity and acceleration are indistinguishable, which leads to the realization that gravity is a manifestation of curved spacetime. Here is the exact table of contents you
Pedagogical features
Read Susskind's "Historical Aside" (new in upd) – Einstein had no rigorous derivation. The equations are the simplest possible curvature–matter relationship consistent with conservation of energy. That humility is valuable.