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• The Physical Background:Controlling the Quantum World; Describing the Quantum World; Classical Stochastic Methods:Physics in a Noisy World; Stochastic Differential Equations; The Fokker-Planck Equation; Master Equations and Jump Processes; Applications of Random Processes; The Markov Limit; Adiabatic Elimination of Fast Variables; Fields, Quanta and Atoms:Ideal Bose and Fermi Systems; Quantum Fields; Atoms, Light and Their Interaction; Quantum Stochastic Processes:Quantum Markov Processes; Applications of the Master Equation; Phase Space Methods:Phase Space Representations for Bosons; Wigner Function Methods; P-Function Methods; Quantum Measurement Theory:Foundations and Formalism of Quantum Measurement; Continuous Measurements; The Quantum Zeno Effect;

Select Guide Rating

• The Physical Background:Controlling the Quantum World; Describing the Quantum World; Classical Stochastic Methods:Physics in a Noisy World; Stochastic Differential Equations; The Fokker-Planck Equation; Master Equations and Jump Processes; Applications of Random Processes; The Markov Limit; Adiabatic Elimination of Fast Variables; Fields, Quanta and Atoms:Ideal Bose and Fermi Systems; Quantum Fields; Atoms, Light and Their Interaction; Quantum Stochastic Processes:Quantum Markov Processes; Applications of the Master Equation; Phase Space Methods:Phase Space Representations for Bosons; Wigner Function Methods; P-Function Methods; Quantum Measurement Theory:Foundations and Formalism of Quantum Measurement; Continuous Measurements; The Quantum Zeno Effect;

Select Guide Rating

• The Physical Background:Controlling the Quantum World; Describing the Quantum World; Classical Stochastic Methods:Physics in a Noisy World; Stochastic Differential Equations; The Fokker-Planck Equation; Master Equations and Jump Processes; Applications of Random Processes; The Markov Limit; Adiabatic Elimination of Fast Variables; Fields, Quanta and Atoms:Ideal Bose and Fermi Systems; Quantum Fields; Atoms, Light and Their Interaction; Quantum Stochastic Processes:Quantum Markov Processes; Applications of the Master Equation; Phase Space Methods:Phase Space Representations for Bosons; Wigner Function Methods; P-Function Methods; Quantum Measurement Theory:Foundations and Formalism of Quantum Measurement; Continuous Measurements; The Quantum Zeno Effect;