Type-II parametric down conversion in the Wigner-function formalism. Entanglement and Bell's inequalities
arXiv:quant-ph/9711042 · doi:10.1364/JOSAB.15.001572
Abstract
We continue the analysis of our previous articles which were devoted to type-I parametric down conversion, the extension to type-II being straightforward. We show that entanglement, in the Wigner representation, is just a correlation that involves both signal and vacuum fluctuations. An analysis of the detection process opens the way to a complete description of parametric down conversion in terms of pure Maxwell electromagnetic waves.
See also quant-ph/9711029 and quant-ph/9711030
References in corpus (1)
Cited by in corpus (10)
- Research on Hidden Variable Theories: a review of recent progresses
- Bell's Inequality Violation (BIQV) with Non-Negative Wigner Function
- A first test of Wigner function local realistic model
- Local realistic interpretation of entangled photon pairs in the Weyl-Wigner formalism
- Experimental tests of hidden variable theories from dBB to Stochastic Electrodynamics
- Partial Bell-state analysis with parametric down conversion in the Wigner function formalism
- Vacuum fluctuations and the conditional homodyne detection of squeezed light
- Bell inequality violation and operator ordering in quantum theory
- Rome teleportation experiment analysed in the Wigner representation: the role of the zeropoint fluctuations in complete one-photon polarization-momentum Bell-state analysis
- Observations of Bell Inequality Violations with causal isolation between source and detectors