Jet Quenching and Radiative Energy Loss in Dense Nuclear Matter
Miklos Gyulassy, Ivan Vitev, Xin-Nian Wang, Ben-Wei Zhang
TL;DR
The paper assesses finite-opacity, non-Abelian radiative energy-loss formalisms (GLV and WW) and the twist-expansion WOGZ approach to parton energy loss in dense QCD matter. It develops a reaction-operator formalism for GLV, includes detailed balance via WW, and extends to generalized factorization with twist-4 corrections in WOGZ, enabling predictions for both hot and cold nuclear media. The frameworks are applied to jet quenching observables, Cronin effects, baryon/meson ratios, and high-$p_T$ azimuthal anisotropy, yielding tomographic inferences of initial gluon densities and transport coefficients at SPS, RHIC, and LHC. The work highlights the potential of jet tomography to reveal the evolution of quark-gluon plasma while noting uncertainties such as gluon shadowing and finite-kinematic effects.
Abstract
We review recent finite opacity approaches (GLV, WW, WOGZ) to the computation of the induced gluon radiative energy loss and their application to the tomographic studies of the density evolution in ultra-relativistic nuclear collisions.
