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Mutual R\'enyi information for two disjoint compound systems · Around

2014

Mutual R\'enyi information for two disjoint compound systems

Schnitzer, Howard J.

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The leading term for the mutual R\'enyi information is studied for two widely separated identical compound systems for free scalar fields in $(d+1)$ Euclidean space.

The compound system consists of two identical spheres in contact, with a result consistent with a universal form for the leading term for the mutual R\'enyi information.

Built on

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H. Casini and M. Huerta, “Entanglement entropy in free quantum field theory,” J.Phys. A42
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N. Shiba, “Entanglement Entropy of Disjoint Regions in Excited States : An Operator Method,” arXiv:1408.0637 [hep-th]
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Then

J. Cardy, “Some results on the mutual information of disjoint regions in higher dimensions,” J.Phys. A46
Original
2013
Later among the works it cites.
C. A. Agon, M. Headrick, D. L. Jafferis, and S. Kasko, “Disk entanglement entropy for a Maxwell field,” Phys.Rev. D89
Original
2014
Closest in time.
C. P. Herzog, “Universal Thermal Corrections to Entanglement Entropy for Conformal Field Theories on Spheres,” JHEP 1410
Original
2014
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P. Calabrese, J. Cardy, and E. Tonni, “Entanglement entropy of two disjoint intervals in conformal field theory,” J.Stat.Mech. 0911
Original
2069
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