Assignment 4
This assignment explores aspect of the Reeh-Schlieder theorem. It attempts to (1) demystify the result by relating it to the familiar Fourier series (2) check its consistency with locality and (3) demonstrate a slight generalization of the result that we used in the lectures.
For the purposes of this assignment, you can forget about gravity.
Each question has some explanatory text that is not part of the question itself. Please don't get intimidated by this!
