activity
20152026
most citedFar-from-equilibrium attractors and nonlinear dynamical systems approach to the Gubser flow

110 citations · 215 across the 4 of their papers we have counts for

collaborators

5 papers

math-ph2026

Conley index theory for asymptotically autonomous systems and UV-to-IR connections

Alireza Behtash, Syo Kamata, Mauricio M. Martinez

Many non-equilibrium systems, such as expanding plasmas, evolve by equations that depend explicitly on time and interpolate between autonomous early-time (UV) and late-time (IR) li…

hep-th2018

Out-of-equilibrium Gubser flow attractors

Nikolás Cruz-Camacho, Mauricio Martinez

We discuss the non-equilibrium attractors of systems undergoing Gubser flow within kinetic theory by means of nonlinear dynamical systems. We obtain the attractors of anisotropic h…

hep-th2017★ 110 cited

Far-from-equilibrium attractors and nonlinear dynamical systems approach to the Gubser flow

Alireza Behtash, C. N. Cruz-Camacho, M. Martinez

The non-equilibrium attractors of systems undergoing Gubser flow within relativistic kinetic theory are studied. In doing so we employ well-established methods of nonlinear dynamic…

nucl-th2017★ 42 cited

Anisotropic fluid dynamics for Gubser flow

M. Martinez, M. McNelis, U. Heinz

Exploring a variety of closing schemes to the infinite hierarchy of momentum moments of the exactly solvable Boltzmann equation for systems undergoing Gubser flow, we study the pre…

hep-ph2015★ 63 cited

Analytic solution of the Boltzmann equation in an expanding system

D. Bazow, G. S. Denicol, U. Heinz +2

For a massless gas with constant cross section in a homogeneous, isotropically expanding spacetime we reformulate the relativistic Boltzmann equation as a set of non-linear coupled…