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QCD motivated approach to soft interactions at high energies: nucleus-nucleus and hadron-nucleus collisions

In this paper we consider nucleus-nucleus and hadron-nucleus reactions in the kinematic region: $g A^{1/3} G_{3\pom} \exp\Lb ΔY\Rb \approx 1 G^2_{3\pom} \exp\Lb ΔY\Rb \approx 1 $, where $G_{3\pom}$ is the triple Pomeron coupling, $g$ is the vertex of Pomeron nucleon interaction, and 1 + $Δ_{\pom}$ denotes the Pomeron intercept. We find that in this kinematic region the traditional Glauber-Gribov eikonal approach is inadequate. We show that it is necesssary to take into account inelastic Glauber corrections, which can not be expressed in terms of the nucleon-nucleon scattering amplitudes. In the wide range of energies where $α'_\pom Y \ll R^2_A$,the scattering amplitude for the nucleus-nucleus interaction, does not depend on the details of the nucleon-nucleon interaction at high energy. In the formalism we present, the only (correlated) parameters that are required to describe the data are $Δ_{\pom}$, $G_{3\pom}$ and $g$. These parameters were taken from our description of the nucleon-nucleon data at high energies \cite{GLMM}.The predicted nucleus modification factor is compared with RHIC Au-Au data at $W = 200 GeV.$ Estimates for LHC energies are presented and discusssed.