DGLAP evolution extends the triple pole pomeron fit

Abstract

We show that the triple pole pomeron model \cite{CMS} provides an initial condition for a DGLAP evolution \cite{DGLAP} that produces a fit to high $Q^2$ experimental DIS data. We obtain good ${\chi }^2$ for initial scales down to 3 GeV${}^2$. Values of the initial scale smaller than 1.45 GeV${}^2$ are ruled out at the 90% confidence level.

8 pages, 6 figures, uses RevTex 4. Typos corrected, some points clarifed and 1 figure added

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Cited by in corpus (7)

• Regge residues from DGLAP evolution
• Global QCD fit from $Q^2=0$ to $Q^2=30000$ GeV${}^2$ with Regge-compatible initial condition
• Analytic Approach to the Approximate Solution of the Independent DGLAP Evolution Equations with Respect to the Hard-Pomeron Behavior
• A review of the hard pomeron in soft diffraction
• Soft data and the hard pomeron
• Log(1/x) Gluon Distribution and Structure Functions in the Loop-Loop Correlation Model
• The triple-pole pomeron: Regge theory and DGLAP evolution