Off-mass-shell Sudakov-like suppression factor for the fermionic four-point function in QCD
arXiv:hep-ph/9812335 · doi:10.1016/S0370-2693(99)00397-4
Abstract
We consider a four-point process, associated with a wide-angle elastic scattering of two off-mass-shell spin-1/2 matter particles, in a non-abelian gauge theory. On the basis of a worldline approach, which reverts the functional to a path-integral description of the system, we factorize an eikonal (``soft'') subsector of the full theory and calculate the Sudakov-like suppression factor for the four-point function as a whole, once we have extracted the associated anomalous dimensions and taken into account the renormalization-group controlled evolution.
13 pages in RevTeX; 2 figures as PS files; modified text; added references. To appear in Phys. Lett. B
References in corpus (5)
- Evolution of Color Exchange in QCD Hard Scattering
- Pion form factors with improved infrared factorization
- Consistent Analysis of O(α_s) Corrections to Pion Elastic Form Factor
- Worldline approach to Sudakov-type form factors in non-Abelian gauge theories
- Worldline Approach to Forward and Fixed Angle fermion-fermion Scattering in Yang-Mills Theories at High Energies
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