57 citations · 75 across the 6 of their papers we have counts for
6 papers
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…
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…
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…
Generalized DGLAP evolution
D. Strozik-Kotlorz, S. V. Mikhailov, O. V. Teryaev
We present progress in development of the truncated Mellin moments approach (TMMA). We show our recent results on the generalization of DGLAP evolution equations and discuss some t…
Cut moments and a generalization of DGLAP equations
D. Kotlorz, S. V. Mikhailov
We elaborate a cut (truncated) Mellin moments (CMM) approach that is constructed to study deep inelastic scattering in lepton-hadron collisions at the natural kinematic constraints…
Generalization of the BLM procedure and its scales in any order of pQCD
S. V. Mikhailov
The Brodsky--Lepage--Mackenzie procedure is sequentially and unambiguously extended to any fixed order of perturbative QCD beyond the so called ``large--β_0 approximation''. As a r…