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added pointer to
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on exact check of the duality, also in the stringy regime, for
added pointer to today’s
added a bunch of references on realized on D2-D4-brane bound state-defects inside D6-D8 brane bound states and on D2-D6-brane bound state-defects inside D4-D8 brane bound states
added pointer to today’s
I have moved part of the content of single trace operator to over here.
This needs more editorial touches, clearly. But not tonight.
added pointer to this early review:
added pointers to more reviews:
Joseph Polchinski, Introduction to Gauge/Gravity Duality (arXiv:1010.6134)
Sebastian De Haro, Daniel R. Mayerson, Jeremy Butterfield, Conceptual Aspects of Gauge/Gravity Duality, Foundations of Physics (2016), 46 (11), pp. 1381-1425 (arXiv:1509.09231)
Johanna Erdmenger, Introduction to Gauge/Gravity Duality, PoS (TASI2017) 001 (arXiv:1807.09872)
added this reference on using the KK-compactification of D=4 N=4 super Yang-Mills theory to the BMN matrix model for lattice gauge theory-computations in D=4 N=4 SYM and for numerical checks of the AdS-CFT correspondence:
added pointer to today’s
added pointer to today’s
added pointer to today’s
added, in the section of references for , these pointers:
Shai Chester, Eric Perlmutter, M-Theory Reconstruction from CFT and the Chiral Algebra Conjecture, J. High Energ. Phys. (2018) 2018: 116 (arXiv:1805.00892)
Luis Alday, Shai Chester, Himanshu Raj, 6d and M-theory at 1-loop (arXiv:2005.07175)
added publication data to:
A relevant paper here:
Not sure where it would best fit in the references.
Yeah, it’s hard to organize the recent activity by pure physicists on “2-group symmetries”.
added pointer to today’s
added pointer to today’s
Thanks!
Added reference
Anonymous
I have added DOI-link for
and publication data + DOI link for:
and author link for:
added pointer to:
(by the title, apparently originally intended to touch on AdS-QCD, but de facto ending with focus on the problem of flat space holography)
Does AdS/CFT hold near black holes? Jonathan Oppenheim has a twitter thread indicating that it might not:
The article makes no mention of the factorization problem in AdS/CFT, and could benefit with citing this article by Harlow and Jafferis and adding a section to the article on the factorization problem in AdS/CFT and possible ways, if any, to solve the factorization problem:
Another source on the factorization problem in AdS/CFT which could be added to the article:
and to:
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