TL;DR
This paper discusses how Regge theory effectively models small-x structure functions across a wide Q^2 range, highlighting issues with traditional perturbative evolution methods.
Contribution
It demonstrates the success of Regge theory in fitting small-x data and critiques conventional perturbative approaches.
Findings
Regge theory fits small-x data well across Q^2 range
Conventional perturbative evolution approaches are flawed at small x
Highlights need for alternative theoretical frameworks
Abstract
Regge theory provides an excellent fit to small-x structure-function data from Q^2=0 right up to the highest available values, but it also teaches us that conventional approaches to perturbative evolution are incorrect.
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