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Explores the transition from AdS/CFT to soft theorems in flat space physics, including the construction of scattering states and the application of Weinberg soft theorems.
Delves into the variational method in relativistic quantum field theory without cutoff, emphasizing weakly entangled states and the transition to relativistic continuous matrix product states.
Explores the concept of time in quantum mechanics, the Heisenberg uncertainty relation, time-resolved photoemission, attosecond time scales, and spin-orbit interaction spectroscopy.
