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Mean spin entanglement of two massive Dirac particles under Lorentz transformations by Choi, Taeseung; Hur, Jin; Kim, Jaewan is a scholarly article available to read on EtoBox.

What is Mean spin entanglement of two massive Dirac particles under Lorentz transformations about?

We have studied the relativistic effects on the mean spin entanglement of two massive Dirac particles using the simultaneous eigen-spinors of the Foldy-Woutheysen mean spin operator and the Dirac Hamiltonian. We have obtained the transformation matrix from the spinor with specific momentum to the spinor with a transformed momentum under an arbitrary Lorentz transformation. Using the transformation matrix we have shown the consistent monotonic behavior between the concurrence and the maximum value of Bell parameter in Bell inequality of transformed spin states.

Author

Choi, Taeseung; Hur, Jin; Kim, Jaewan

Published

2010

Language

EN