Approximation method for the nuclear structure functions at small $x$
G.R.Boroun

TL;DR
This paper presents an approximation method for nuclear structure functions at very small Bjorken-x, demonstrating stability of the structure function relationships and providing numerical results for specific nuclei within the Electron-Ion Collider kinematic range.
Contribution
The paper introduces a stable approximation method for nuclear structure functions at small x, validated with numerical results for 12C and 208Pb using HIJING2.0.
Findings
Structure function relationships are stable for A at x ≤ 10^{-3}.
Numerical results for 12C and 208Pb are within EIC acceptance.
The ratio R^{A}_{F_{L}} is computed as R^{A}_{F_{2}} in the model.
Abstract
We have shown that the relationship between the DIS structure functions is stable for a nuclear target with mass number A at . Numerical results are provided for the specific nuclei 12C and 208Pb using the nuclear PDF parameterizations implemented in the HIJING2.0 model. These results fall whithin the EIC kinematic acceptance for heavy ion running. The ratio is calculated as the ratio in the HIJING2.0 model.
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Taxonomy
TopicsMathematical functions and polynomials · Mathematical Approximation and Integration · Spectral Theory in Mathematical Physics
