How the gluon distribution function determine proton structure function?
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The gluon distribution function determines the proton structure function by directly influencing it through a second-order linear differential equation. This relationship is crucial in understanding the proton's internal structure and behavior in deep inelastic scattering processes. Studies have shown that the gluon distribution can be extracted from the proton's longitudinal structure function at small x values, providing insights into the dynamics of parton interactions. Additionally, analyses based on the dynamical parton model with DGLAP equations have highlighted the significance of the gluon distribution in reproducing experimental measurements at high scales, emphasizing its role in high-energy scattering simulations. Furthermore, experiments like the STAR project at RHIC have contributed to constraining the polarized gluon distribution function, shedding light on the proton's spin structure.
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| Papers (5) | Insight |
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| The gluon distribution function is determined from the proton structure function using a second-order linear differential equation, without needing individual quark distributions or the gluon evolution equation. | |
| The gluon distribution function determines the proton structure function through a critical next-to-leading order study, comparing the longitudinal structure function FL with the proposed gluon distribution. | |
20 Sep 2018 | The polarized gluon distribution function is determined by measuring the longitudinal double-spin asymmetry of jet production and neutral pions, providing insights into the proton's spin structure. |
| The gluon distribution function, determined by DGLAP equations with corrections, influences proton structure functions, aiding in simulating high-energy scattering processes and shedding light on parton distribution origins. | |
| The gluon distribution function, determined using DGLAP equations with corrections, influences proton structure functions, aiding in simulating high-energy scattering processes and understanding parton distributions. |
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