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Please use this identifier to cite or link to this item: http://hdl.handle.net/123456789/63

Title: A complementary relation between classical bits and randomness in local part in the simulating singlet state
Authors: Kar, Guruprasad
Gazi, MD. Rajjak
Banik, Manik
Das, Subhadipa
Rai, Ashutosh
Kunkri, Samir
Issue Date: 2011
Publisher: J. Phys. A: Math. Theor.
Citation: G. Kar, M. Rajjak Gazi, M. Banik, Subhadipa Das, Ashutosh Rai and S. Kunkri, A complementary relation between classical bits and randomness in local part in simulating the singlet state, J. Phys. A: Math. Theor., 2011, 44, 152002
Abstract: Recently, simulating the statistics of the singlet state with non-quantum resources has generated much interest. The singlet state statistics can be simulated by 1 bit of classical communication without using any further nonlocal correlation. But, interestingly, the singlet state statistics can also be simulated with no classical cost if a non-local box is used. In the first case, the output is completely deterministic whereas in the second case, outputs are completely random. We suggest a (possibly) signaling correlation resource which successfully simulates the singlet statistics, and subsequently leads to a complementary relation between the required classical bits and randomness in the local output involved in the simulation. Our result reproduces the above two models of simulation as extreme cases. We also discuss some important features in Leggett’s non-local model and the model presented by Groblacher et al.
URI: http://hdl.handle.net/123456789/63
Appears in Collections:2011

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