A. Kotlorz

most citedTruncated Moments of Nonsinglet Parton Distributions in the double logarithmic

l n^{2} x

approximation

1 citations · 2 across the 3 of their papers we have counts for

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hep-ph2008★ 1 cited

Study of the nucleon spin-dependent structure function $g_{1}$ . A comparison with recent HERMES and COMPASS data

Dorota Kotlorz, Andrzej Kotlorz

Predictions for the spin dependent structure function $g_{1}$ of the nucleon are presented. We use an unified approach incorporating the LO DGLAP evolution and the resummation of dou…

hep-ph2004

Low-x contribution to the Bjorken sum rule within double logarithmic $l n^{2} x$ approximation

Dorota Kotlorz, Andrzej Kotlorz

The small- $x$ contributions to the Bjorken sum rule within double logarithmic $l n^{2} x$ approximation for different input parametrisations $g_{1}^{N S} (x, Q_{0}^{2})$ are presented. Analytic…

hep-ph2004★ 1 cited

Truncated Moments of Nonsinglet Parton Distributions in the double logarithmic $l n^{2} x$ approximation

D. Kotlorz, A. Kotlorz

The method of truncated Mellin moments in a solving QCD evolution equations of the nonsinglet structure functions $F_{2}^{N S} (x, Q^{2})$ and $g_{1}^{N S} (x, Q^{2})$ is presented. All calculat…

Study of the nucleon spin-dependent structure function g1​. A comparison with recent HERMES and COMPASS data

Low-x contribution to the Bjorken sum rule within double logarithmic ln2x approximation

Truncated Moments of Nonsinglet Parton Distributions in the double logarithmic ln2x approximation

Study of the nucleon spin-dependent structure function $g_{1}$ . A comparison with recent HERMES and COMPASS data

Low-x contribution to the Bjorken sum rule within double logarithmic $l n^{2} x$ approximation

Truncated Moments of Nonsinglet Parton Distributions in the double logarithmic $l n^{2} x$ approximation