3 papers
hep-ph2026
Optimization of perturbation series in QCD for physical quantities using the renormalization group: necessary conditions and partial results
D. Kotlorz, S. V. Mikhailov
We explore approaches to numerically optimize a segment of the perturbative series for physical quantities using the QCD renormalization group. We apply these methods to the pertur…
hep-ph2017
Nucleon structure functions in the truncated moments approach
D. Strozik-Kotlorz, S. V. Mikhailov, O. V. Teryaev +1
We demonstrate advantages of the truncated Mellin moments (TMM) approach in the analysis of DIS data. We present a novel method for determination of the Bjorken sum rule (BSR) from…
hep-ph2017
Cut Moments approach in the analysis of DIS data
D. Kotlorz, S. V. Mikhailov, O. V. Teryaev +1
We review the main results on the generalization of the DGLAP evolution equations within the cut Mellin moments (CMM) approach, which allows one to overcome the problem of kinemati…