31 citations · 60 across the 10 of their papers we have counts for
8 papers · 1 filter
What is the simplest holographic matrix model?
Harish Murali, Pedro Vieira
We study a generalization of a two-matrix model proposed by J. Hoppe in '89. At strong coupling and large , we unveil an emergent area preserving diffeomorphism symmetry of this…
On the strong coupling limit of Yang-Mills matrix models
Adrien Martina, Harish Murali
We study the strong coupling limit of mass deformed Yang--Mills matrix models, with the aim of understanding when the matrices become effectively commuting. The Yang--Mills interac…
(Un)solvable Matrix Models for BPS Correlators
Prokopii Anempodistov, Adolfo Holguin, Vladimir Kazakov +1
We propose and study a family of complex matrix models computing the protected two- and three-point correlation functions in SYM. Our description allows us to direc…
Universality of Heavy Operators in Matrix Models
Andrea Guerrieri, Harish Murali, Pedro Vieira
In large theories with a gravity dual, generic heavy operators should be dual to black holes in the bulk. The microscopic details of such operators should then be irrelevant in…
Huge BPS Operators and Fluid Dynamics in SYM
Vladimir Kazakov, Harish Murali, Pedro Vieira
In the bulk dual of holography, huge operators correspond to sources so heavy that they fully backreact on the space-time geometry. Here we study the correlation function of three…
Following Black Hole States
Kasia Budzik, Harish Murali, Pedro Vieira
We study SYM at non-integer number of colours. By varying we can continuously follow states all the way from where integrability reigns to finite …
Where is M-theory in the space of scattering amplitudes?
Andrea Guerrieri, Harish Murali, Joao Penedones +1
We use the S-matrix bootstrap to carve out the space of unitary, analytic, crossing symmetric and supersymmetric graviton scattering amplitudes in nine, ten and eleven dimensions.…
The R-matrix bootstrap for the 2d O(N) bosonic model with a boundary
Martin Kruczenski, Harish Murali
The S-matrix bootstrap is extended to a 1+1d theory with symmetry and a boundary in what we call the R-matrix bootstrap since the quantity of interest is the reflection matr…