50 citations · 244 across the 10 of their papers we have counts for
10 papers
Massive quiver matrix models for massive charged particles in AdS
Curtis T. Asplund, Frederik Denef, Eric Dzienkowski
We present a new class of supersymmetric quiver matrix models and argue that it describes the stringy low-energy dynamics of internally wrapped D-branes in four-dimens…
Excited States of Open Strings From SYM
Eric Dzienkowski
We continue the analysis of building open strings stretched between giant gravitons from SYM by going to second order in perturbation theory using the three-loop di…
Spinning the Fuzzy Sphere
David Berenstein, Eric Dzienkowski, Robin Lashof-Regas
We construct various exact analytical solutions of the BMN matrix model that correspond to rotating fuzzy spheres and rotating fuzzy tori.These are also solutions of Yang M…
Giant gravitons and the emergence of geometric limits in -deformations of SYM
David Berenstein, Eric Dzienkowski
We study a one parameter family of supersymmetric marginal deformations of SYM with symmetry, known as -deformations, to understand their dual $AdS\times X…
Numerical Evidence for Firewalls
David Berenstein, Eric Dzienkowski
We study thermal configurations in the BFSS matrix model produced by numerical simulations. We do this by adding a probe brane to a typical configuration and studying the fermionic…
Open spin chains for giant gravitons and relativity
David Berenstein, Eric Dzienkowski
We study open spin chains for strings stretched between giant graviton states in the N=4 SYM field theory in the collective coordinate approach. We study the boundary conditions an…
Large N classical dynamics of holographic matrix models
Curtis T. Asplund, David Berenstein, Eric Dzienkowski
Using a numerical simulation of the classical dynamics of the plane-wave and flat space matrix models of M-theory, we study the thermalization, equilibrium thermodynamics and fluct…
Matrix embeddings on flat and the geometry of membranes
David Berenstein, Eric Dzienkowski
We show that given three hermitian matrices, what one could call a fuzzy representation of a membrane, there is a well defined procedure to define a set of oriented Riemann surface…
Perturbative renormalization of lattice N=4 super Yang-Mills theory
Simon Catterall, Eric Dzienkowski, Joel Giedt +2
We consider N=4 super Yang-Mills theory on a four-dimensional lattice. The lattice formulation under consideration retains one exact supersymmetry at non-zero lattice spacing. We s…
Lattice Wess-Zumino model with Ginsparg-Wilson fermions: One-loop results and GPU benchmarks
Chen Chen, Eric Dzienkowski, Joel Giedt
We numerically evaluate the one-loop counterterms for the four-dimensional Wess-Zumino model formulated on the lattice using Ginsparg-Wilson fermions of the overlap (Neuberger) var…