RT Journal Article
T1 Reggeon field theory for large Pomeron loops
A1 Altinoluk, Tolga
A1 Kovner, Alex
A1 Levin, Eugene
A1 Lublinsky, Michael
K1 Resummation
K1 QCD
K1 Deep inelastic scattering
AB We analyze the range of applicability of the high energy Reggeon Field TheoryHRFT derived in [1]. We show that this theory is valid as long as at any intermediatevalue of rapidity η throughout the evolution at least one of the colliding objects is dilute.Importantly, at some values of η the dilute object could be the projectile, while at othersit could be the target, so that HRFT does not reduce to either HJIMWLK or HKLWMIJ .When both objects are dense, corrections to the evolution not accounted for in [1] becomeimportant. The same limitation applies to other approaches to high energy evolutionavailable today, such as for example [2, 3] and [4–6]. We also show that, in its regimeof applicability HRFT can be simplified. We derive the simpler version of HRFT and inthe large Nc limit rewrite it in terms of the Reggeon creation and annihilation operators.The resulting HRFT is explicitly self dual and provides the generalization of the Pomeroncalculus developed in [4–6] by including higher Reggeons in the evolution. It is applicablefor description of ‘large’ Pomeron loops, namely Reggeon graphs where all the splittingsoccur close in rapidity to one dilute object (projectile), while all the merging close to theother one (target). Additionally we derive, in the same regime expressions for single anddouble inclusive gluon production (where the gluons are not separated by a large rapidityinterval) in terms of the Reggeon degrees of freedom
PB Springer
SN 1029-8479
YR 2014
FD 2014
LK http://hdl.handle.net/10347/21450
UL http://hdl.handle.net/10347/21450
LA eng
NO Altinoluk, T., Kovner, A., Levin, E. et al. Reggeon field theory for large Pomeron loops. J. High Energ. Phys. 2014, 75 (2014). https://doi.org/10.1007/JHEP04(2014)075
NO The research was supported by the DOE grantDE-FG02-13ER41989; the BSF grant 2012124, Marie Curie Grant PIRG-GA-2009-256313;the ISRAELI SCIENCE FOUNDATION grant #87277111; the People Programme (MarieCurie Actions) of the European Union’s Seventh Framework Programme FP7/2007-2013/under REA grant agreement n318921; the Fondecyt (Chile) grants 1100648 and 1130549;European Research Council grant HotLHC ERC-2001- StG-279579; Ministerio de Cienciae Innovac´ıon of Spain grants FPA2009-06867-E and Consolider-Ingenio 2010 CPANCSD2007-00042 and by FEDER
DS Minerva
RD 30 abr 2026