Description of LHC data in a soft interaction model

Abstract

We show in this paper that we have found a set of parameters in our model for the soft interactions at high energy, that successfully describes all high energy experimental data, including the LHC data. This model is based on a single Pomeron with large intercept $Δ_\pom = 0.23$ and slope $α'_\pom = 0$, that describes both long and short distance processes. It also provides a natural matching with perturbative QCD. All features of our model are similar to the expectations of N=4 SYM, which at present is the only theory that is able to treat srong interactions on a theoretical basis.

11 pages with 7 figures in eps formats

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• Dipole-dipole scattering in CGC/saturation approach at high energy: summing Pomeron loops
• A model for strong interactions at high energy based on the CGC/saturation approach
• The Relation between the Good-Walker and Triple-Regge Formalisms for Diffractive Excitation
• Exclusive final states in diffractive excitation
• CGC/saturation approach for soft interactions at high energy: a two channel model
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• Visualizations of the Exclusive Central Diffraction
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• Long range rapidity correlations in soft interaction at high energies
• Pomeron in the N=4 SYM