Numerical Study of MRW-Type Unintegrated Double Parton Distribution Functions from Non-Factorized DPDFs
R. Kord Valeshabadi, S. Rezaie, K. Azizi

TL;DR
This paper presents a numerical analysis of unintegrated double parton distribution functions derived from non-factorized collinear DPDFs, exploring various prescriptions for transverse momentum dependence and their effects on distributions.
Contribution
It introduces and compares new MRW-inspired methods for generating transverse momentum dependence in double parton distributions, avoiding piecewise treatment of the conventional approach.
Findings
DMKMRW preserves normalization by construction.
DVO-MRW shows normalization deviations, corrected in the matched version.
Non-factorized effects vary by channel and are most significant near the kinematic boundary.
Abstract
Double parton scattering provides a sensitive probe of multi parton correlations inside hadrons. In this work we present a numerical study of unintegrated double parton distribution functions constructed from non-factorized collinear DPDFs. As input we use the GS09 DPDFs and evolve them to unequal scales with a numerical double DGLAP evolution framework, which is validated through the corresponding momentum sum rule. We investigate MRW-inspired prescriptions for generating transverse momentum dependence in the double parton case. In particular, we study the double modified KMRW approach (DMKMRW), the double virtuality ordered MRW (DVO-MRW) model, and a normalization-matched version of the latter. These prescriptions can be applied directly to the full collinear DPDF, including its non-homogeneous component, and avoid the piecewise treatment required in the conventional LO-MRW…
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