Entangling the whole by beam splitting a part
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A beam splitter is a basic linear optical element appearing in many optics experiments and is frequently used as a continuous-variable entangler transforming a pair of input modes from a separable Gaussian state into an entangled state. However, a beam splitter is a passive operation that can create entanglement from Gaussian states only under certain conditions. One such condition is that the input light is suitably squeezed. We demonstrate, experimentally, that a beam splitter can create entanglement even from modes which do not possess such a squeezing provided that they are correlated to, but not entangled with, a third mode. Specifically, we show that a beam splitter can create three-mode entanglement by acting on two modes of a three-mode fully separable Gaussian state without entangling the two modes themselves. This beam splitter property is a key mechanism behind the performance of the protocol for entanglement distribution by separable states. Moreover, the property also finds application in collaborative quantum dense coding in which decoding of transmitted information is assisted by interference with a mode of the collaborating party.
Croal , C , Peuntinger , C , Chille , V , Marquardt , C , Leuchs , G , Korolkova , N & Mišta Jr. , L 2015 , ' Entangling the whole by beam splitting a part ' , Physical Review Letters , vol. 115 , no. 19 , 190501 . https://doi.org/10.1103/PhysRevLett.115.190501
Physical Review Letters
© 2015 American Physical Society. This work is made available online in accordance with the publisher’s policies. This is the author created, accepted version manuscript following peer review and may differ slightly from the final published version. The final published version of this work is available at http://dx.doi.org/10.1103/PhysRevLett.115.190501.
DescriptionL. M. acknowledges support through Project No. P205/12/0694 of GACR. N. K. is grateful for the support provided by the A. von Humboldt Foundation. C. C. and N. K. acknowledge the support from the Scottish Universities Physics Alliance (SUPA) and the Engineering and Physical Sciences Research Council (EPSRC). The project was supported within the framework of the BMBF Grant “QuOReP” and in the framework of the International Max Planck Partnership (IMPP) with Scottish Universities. C. C. and C. P. contributed equally to this work.
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