Quantum Optics in Phase Space

By Joseph H. Eberly. 2002

861 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/823a4827a505375b6669cceec481bb240ad46a24

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

Citations in the corpus

Quantum limits in optical interferometry (2014, methodology): “Most importantly, it may be reconstructed from experimental data either by tomographic methods (Schleich, 2001) or by direct probing of the phase space (Banaszek et al., 1999), and hence is an extremely useful representation both for theoretical and experimental purposes.”
Dynamics of Loschmidt echoes and fidelity decay (2006, background): “book [208], whereas for the definition of Wigner function for spin systems (e.”
Energetics of quantum correlations (2008, methodology): “The master equation obeyed by ρca(t) can be derived in the limit of weak coupling by using standard techniques [22] and reads,”
Detailed study of Gaussian boson sampling (2018, methodology): “Typically this is, In our analysis we will use the phase space representation of quantum mechanics [20–22], similar to the approach used in [15, 23].”
The nature of light: what is a photon? (2003, unknown): “The complete interferometer can be regarded as a composite beam splitter, whose two output fields are related to the two input fields by â3 = RMZâ1 +TMZâ2 and â4 = TMZâ1 +R ′ MZâ2, (5) similar to eqn (2) but with different reflection coefficients in the two relations.”
Quantum wave packet revivals (2004, background): “29 and 30) and the so-called Q function [63,277] in quantum optics.”
Quantum dynamics of single trapped ions (2003, methodology): “A convenient picture of the dynamics is provided by the master-equation formalism (Walls and Milburn, 1995; Schleich, 2001).”