2005Communications in Theoretical PhysicsRequires access

Calculation of Gluon Distribution Functions in Leading Order by Regge-like Behavior at Low- x

G. R. Boroun

Open publisher page 4 citations

Abstract

An approximate analytical form of the gluon distribution function from the derivative F 2 proton structure function data at low- x assuming the Regge-like behavior of the gluon distribution function at this limit is presented. In this method, we calculate λ and C parameters for each low- x value at several Q 2 values using the scaling violation of the F 2 proton structure function. For low- x , λ is found to be independent of x within the experimental accuracy. We make use of the leading order Altarelli–Parisi (A–P) evolution equations in our analysis. To test the validity of our new determined gluon distribution functions, we compare them with the QCD parton distribution functions at low- x region.

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What this paper is about

An approximate analytical form of the gluon distribution function from the derivative F 2 proton structure function data at low- x assuming the Regge-like behavior of the gluon distribution function at this limit is presented. In this method, we calculate λ and C parameters for each low- x value at several Q 2 values using the scaling violation of the F 2 proton structure function. For low- x , λ is found to be independent of x within the experimental accuracy. We make use of the leading order Altarelli–Parisi (A–P) evolution equations in our analysis. To test the validity of our new determined gluon distribution functions, we compare them with the QCD parton distribution functions at low- x region.

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Available abstract

An approximate analytical form of the gluon distribution function from the derivative F 2 proton structure function data at low- x assuming the Regge-like behavior of the gluon distribution function at this limit is presented. In this method, we calculate λ and C parameters for each low- x value at several Q 2 values using the scaling violation of the F 2 proton structure function. For low- x , λ is found to be independent of x within the experimental accuracy. We make use of the leading order Altarelli–Parisi (A–P) evolution equations in our analysis. To test the validity of our new determined gluon distribution functions, we compare them with the QCD parton distribution functions at low- x region.

Key concepts: Gluon, Physics, Distribution function, Parton, Quantum chromodynamics, Distribution (mathematics), Proton, Particle physics

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