Speakers
Cameron Cogburn
(Boston University)
Evan Owen
(Boston University)
Richard Brower
(Boston University)
Description
We use a regular tessellation of AdS$_2$ based on the (2,3,7) triangle group, with an extension to Euclidean AdS$_3$, to study
the AdS/CFT correspondence. Perturbative calculations are verified and initial tests of monte carlo calculations for
non-perturbative $\phi^4$ theory exhibit critical phenomena on the boundary.
Primary author
Cameron Cogburn
(Boston University)
Co-authors
Evan Owen
(Boston University)
Richard Brower
(Boston University)
