Relation between the x-dependence of Higher Twist Contribution to $F_3$ and $g_1^p - g_1^n$ in the Light of the Recent Experimental Data

We compare the recent results on the higher twist (HT) contribution to the nonsinglet combination $g_{1}^{p} - g_{1}^{n}$ of the polarized proton and neutron structure functions with that one to the unpolarized structure function $F_{3}$ using the assumption that the HT contributions to the Gross-Llewellyn Smith and the Bjorken sum rules are similar. We have found, that the relation $1 / 3 h^{F_{3}} (x) \approx \frac{6}{g_{A}} h^{g_{1}^{p} - g_{1}^{n}} (x)$ is valid for $x \geq 0.2$ in the case of NLO QCD approximation for the leading term parts of the structure functions.

Relation between the x-dependence of Higher Twist Contribution to $F_{3}$ and $g_{1}^{p} - g_{1}^{n}$ in the Light of the Recent Experimental Data

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Relation between the x-dependence of Higher Twist Contribution to $F_{3}$ and $g_{1}^{p} - g_{1}^{n}$ in the Light of the Recent Experimental Data

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Relation between the x-dependence of Higher Twist Contribution to F3F3​ and g1p−g1ng1p​−g1n​ in the Light of the Recent Experimental Data

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Relation between the x-dependence of Higher Twist Contribution to F3F3​ and g1p−g1ng1p​−g1n​ in the Light of the Recent Experimental Data

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Relation between the x-dependence of Higher Twist Contribution to $F_{3}$ and $g_{1}^{p} - g_{1}^{n}$ in the Light of the Recent Experimental Data

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Relation between the x-dependence of Higher Twist Contribution to $F_{3}$ and $g_{1}^{p} - g_{1}^{n}$ in the Light of the Recent Experimental Data

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AI智能校验