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Status of CCFM - unintegrated gluon densities

M. Hansson, H. Jung

TL;DR

This work updates the CCFM framework to obtain unintegrated gluon densities for the proton and extends it to the real photon. It introduces updated splitting-function treatments, investigates soft-region cutoffs and scale choices, and presents three J2003 proton sets fitted to HERA $F_2(x,Q^2)$ data, with comparisons to the previous JS solution. The photon case uses CASCADE with a GRVgam-based photon density to predict heavy-quark production in $\gamma\gamma$ collisions, finding reasonable charm agreement but underprediction for bottom, and comparing $k_\perp$-factorization to NLO. Overall, the results improve the understanding of small-$x$ gluon densities and enable more reliable predictions for photon-induced processes.

Abstract

New fits of the unintegrated gluon density obtained from CCFM evolution to HERA $F_2(x,Q^2)$ data are presented. Also predictions of the unintegrated gluon density of the real photon are presented.

Status of CCFM - unintegrated gluon densities

TL;DR

This work updates the CCFM framework to obtain unintegrated gluon densities for the proton and extends it to the real photon. It introduces updated splitting-function treatments, investigates soft-region cutoffs and scale choices, and presents three J2003 proton sets fitted to HERA data, with comparisons to the previous JS solution. The photon case uses CASCADE with a GRVgam-based photon density to predict heavy-quark production in collisions, finding reasonable charm agreement but underprediction for bottom, and comparing -factorization to NLO. Overall, the results improve the understanding of small- gluon densities and enable more reliable predictions for photon-induced processes.

Abstract

New fits of the unintegrated gluon density obtained from CCFM evolution to HERA data are presented. Also predictions of the unintegrated gluon density of the real photon are presented.

Paper Structure

This paper contains 3 sections, 4 equations, 2 figures, 1 table.

Figures (2)

  • Figure 1: Comparison of the different sets of unintegrated gluon densities obtained from the CCFM evolution as described in the text. In $(a-c)$ the unintegrated gluon density is shown as a function of $x$ for different values of $k_\perp$ at a scale of $\bar{q}=10$ GeV. In $(d-f)$ the ratio $R=\frac{x{\@fontswitch\mathcal{A}}(x,k_\perp^2,\bar{q}^2)}{x{\@fontswitch\mathcal{A}}(x,k_\perp^2,\bar{q}^2)_{\bf JS}}$ as a function of $x$ for different values of $k_\perp$ is shown.
  • Figure 2: The cross section for heavy quark production obtained with Cascade using the CCFM unintegrated gluon density of the photon compared to measurements in $\gamma \gamma$ collisions.