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We're continuing our preparation: for our Loop Quantum Gravity (LQG) study group to work through the mathematics behind LQG using these two textbooks:

  • Rovelli, C., & Vidotto, F. (2015). Covariant loop quantum gravity: An elementary introduction to quantum gravity and spinfoam theory. Cambridge University Press.
  • Gambini, R., & Pullin, J. (2011). A first course in loop quantum gravity. Oxford University Press.

Continuing where we left off: In S1E1, we did a quick review of high-school algebra. We will continue in this meeting with where we leave off in S1E2:

  • vector spaces
  • change-of-basis transforms
  • partial differential equations
  • tangent spaces
  • Lagrangians and Hamiltonians
  • quantum mechanics basics
  • special relativity
  • general relativity

Once we have a solid foundation with the topics listed above, I think we should tackle any further prerequisites as side quests when we encounter them. The books will guide us toward the mathematical tools we actually need.

Come prepared to: ask questions, share insights, and work through some mathematical challenges together. Looking forward to seeing everyone there.

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