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QAM
Course: Quantum Aspects of Measurement
Department/Abbreviation: OPT/QAM
Year: 2020
Guarantee: 'prof. RNDr. Zdeněk Hradil, CSc.'
Annotation: Quantum theory of measurement, basic principles of the quantum theory, probability operator measure (POM)
Course review:
-Quantum theory of measurement, basic principles of the quantum theory, probability operator measure (POM)
-Uncertainty principles, present measurement of non-commutating quantities, Heisenberg microscope
-Measurements in the quantum optics - measurement of a number of photons, homodyne and heterodyne detection, non-classical states of light
-Interference of a photon with itself, correlation of higher orders
-Problem of phase operator, measurement of phase shift, quantum interferometry and super-accurate measurements
-Measurement and quantum theory of an estimate
-Quantum tomography and reconstruction of the quantum state