Titlebook: Quantum Optics; Taming the Quantum Pierre Meystre Textbook 2021 The Editor(s) (if applicable) and The Author(s), under exclusive license to

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Laser Cooling, then turn to cavity cooling, which relies on the spatial dependence of the field Rabi frequency in optical resonators, before concluding with the sideband cooling of trapped ions, an important method for applications in quantum information and quantum metrology and that can also be extended to mesoscopic and macroscopic mechanical oscillators.

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1868-4513 recise measurement and detection for gravitational wave inte.This book is a thoroughly modern and highly pedagogical graduate-level introduction to quantum optics, a subject which has witnessed stunning developments in recent years and has come to occupy a central role in the ‘second quantum revolut

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Electromagnetic Field Quantization,tize the single-mode electromagnetic field along the same lines. We then extend the analysis to multimode fields and consider a number of states of the field of importance for quantum optics before discussing two important ways to characterize them, photocounting and homodyne detection. The chapter

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,The Jaynes–Cummings Model,level atom. This is the exactly solvable Jaynes–Cummings model, which describes this interaction in the rotating wave approximation (RWA). After giving its eigenstates and eigenenergies, this chapter discusses quantum Rabi oscillations, Cummings collapse, and quantum revivals and gives an elementary

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Composite Systems and Entanglement,osite quantum system cannot be described independently of the state of its other subsystem(s). Following a discussion of the EPR paradox, we introduce formally the concepts of entanglement, maximum entanglement, and monogamy of entanglement. We then turn to Bell’s inequalities and summarize their mo

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Coupling to Reservoirs,n free space, we introduce three major theoretical methods used in the analysis of system–reservoir interactions in the Markovian limit: the master equation, Langevin equations, and Monte Carlo wave function approaches. We conclude with a brief discussion of the input-output formalism.