Quantum-state tomography of two-mode light using generalized rotations in phase space
Michael G. Raymer, Andrew Funk
Abstract
Michael G. Raymer, Andrew Funk
Abstract
We introduce a method for quantum-state tomography for a pair of optical modes, which we call generalized rotations in phase space. Rather than using a dual-mode local oscillator field for implementing balanced-homodyne detection, as in previous methods, a single-mode local oscillator field can be used in our method, greatly simplifying certain aspects of experiments. The signal field is put through a series of general transformations before entering the detection system where quantum statistics are measured.
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We introduce a method for quantum-state tomography for a pair of optical modes, which we call generalized rotations in phase space. Rather than using a dual-mode local oscillator field for implementing balanced-homodyne detection, as in previous methods, a single-mode local oscillator field can be used in our method, greatly simplifying certain aspects of experiments. The signal field is put through a series of general transformations before entering the detection system where quantum statistics are measured.
Key concepts: Physics, Quantum tomography, Homodyne detection, Optical phase space, Local oscillator, Direct-conversion receiver, Quantum state, Phase space