School on Supersymmetric Localization, Holography and Related Topics | (smr 3256)
Starts 2 Jul 2018
Ends 7 Jul 2018
Central European Time
Giambiagi Lecture Hall (AGH)
Strada Costiera, 11
I - 34151 Trieste (Italy)
The AdS/CFT correspondence conjectures an exact equivalence between string theories in anti-de-Sitter space and gauge theories. This correspondence and its generalizations allow one to address difficult problems of strongly coupled field theory dynamics - such as the computation of Wilson loops - using weakly coupled gravity. The other way around, it also allows one to tackle fundamental questions of gravity - such as the quantum entropy of black holes - using field theoretic methods.
A very important theoretical development of the last decade has been the advent of exact results in supersymmetric field theories using the methods of localization. These methods often reduce path-integrals to finite-dimensional integrals, which in many situations can be computed exactly. Being exact, localization results are most fruitfully applied at strong coupling, and thus provide a powerful framework for producing and exploiting AdS/CFT results. In particular, the interplay of localization and the AdS/CFT correspondence provides a fertile ground to answer precise questions about the entropy of string theoretic black holes and the expectation values of Wilson loops.
This School aims to provide the necessary knowledge to work at the interface of supersymmetric localization and holography, through a series of pedagogical lectures by individual speakers. The activity is intended for students in theoretical physics or mathematics and postdocs with knowledge of quantum field theory, general relativity and string theory.
4D N=2 supergravity
AdS black hole entropy
Localization in supergravity
Quantum entropy of black holes
Stefano CREMONESI (Durham University)
Sameer MURTHY (King's College London)
Ioannis N. PAPADIMITRIOU (KIAS)
Diego TRANCANELLI (University of São Paulo)
Stefan VANDOREN (Utrecht University)
Joao M. VIEIRA GOMES (University of Amsterdam)
Alberto ZAFFARONI (Milano-Bicocca)