Abstract

We analyse, within a dipole model, the final, inclusive HERA DIS cross section data in the low x region, using fully correlated errors. We show, that these highest precision data are very well described within the dipole model framework starting from Q 2 values of 3.5 GeV 2 to the highest values of Q 2 = 250 GeV 2 . We made predictions for the LHC data using parton distributions functions (PDFs) in particular - gluon distributions from BGK dipole model fits to HERA data

Highlights

  • Many investigations have shown that HERA inclusive and diffractive DIS cross sections are very well described by the dipole models [1,2,3], which provide a natural description of QCD reaction in the lowx and low Q2 region

  • They allow a simultaneous description of many different physics reactions, like inclusive DIS processes, inclusive diffractive processes, exclusive J/ψ, ρ, φ production, diffractive jet production, or diffractive and non-diffractive charm production

  • The understanding of the properties of the gluon density and its precise knowledge is very important because the QCD-evolved gluon density determines the cross sections of most relevant physics processes, e.g. Higgs production at LHC

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Summary

Introduction

Many investigations have shown that HERA inclusive and diffractive DIS cross sections are very well described by the dipole models [1,2,3], which provide a natural description of QCD reaction in the lowx and low Q2 region. They allow a simultaneous description of many different physics reactions, like inclusive DIS processes, inclusive diffractive processes, exclusive J/ψ, ρ, φ production, diffractive jet production, or diffractive and non-diffractive charm production. The precise determination of the gluon density relies on the analysis of high quality, inclusive, DIS data taken over the full, experimentally accessible x and Q2 region. The full information about the data is made accessible within the xFitter facility [9]

Dipole models
GBW model
BGK model
Fits to the dipole model
Gluon density from BGK dipole model
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