Andrej El

Third-order relativistic dissipative hydrodynamics

Following the procedure introduced by Israel and Stewart, we expand the entropy current up to the third order in the shear stress tensor

Relativistic shock waves in viscous gluon matter.

\pi^{\alpha\beta}

Investigation of shock waves in the relativistic Riemann problem: A comparison of viscous fluid dynamics to kinetic theory

and derive a novel third-order evolution equation for

Shear viscosity and out of equilibrium dynamics

\pi^{\alpha\beta}

Thermalization of a color glass condensate and review of the 'Bottom-Up' scenario

. This equation is solved for the one-dimensional Bjorken boost-invariant expansion. The scaling solutions for various values of the shear viscosity to the entropy density ratio

Calculation of shear viscosity using Green-Kubo relations within a parton cascade

\eta/s

Transition from ideal to viscous Mach cones in a kinetic transport approach

are shown to be in very good agreement with those obtained from kinetic transport calculations. For the pressure isotropy starting with 1 at

Relativistic shock waves and mach cones in viscous gluon matter

\tau_0=0.4 fm/c

Development of relativistic shock waves in viscous gluon matter

, the third-order corrections to Israel-Stewart theory are approximately 10\% for

Extraction of shear viscosity in stationary states of relativistic particle systems.

\eta/s=0.2