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This lecture covers the study of free particle quantum mechanics in AdS, the relations between physics in AdS and conformal theory in flat space, the transformation of these relations into a dictionary for Quantum Field Theory in AdS, and the isometries and conformal transformations involved. It also discusses the quantum field theory in AdS, weakly coupled QFT, the flat space propagator, and correlation functions computed by Wick contractions. The lecture concludes with the State-Operator Correspondence in AdS, the stress tensor, and the Hilbert space of a QFT in AdS.