Nucleon structure functions in noncommutative space-time

In the context of noncommutative space-time we investigate the nucleon structure functions which play an important role in identifying the internal structure of nucleons. We use the corrected vertices and employ new vertices that appear in two approaches of noncommutativity and calculate the proton...

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Vydáno v:	The European physical journal. C, Particles and fields Ročník 77; číslo 5; s. 1 - 11
Hlavní autoři:	Rafiei, A., Rezaei, Z., Mirjalili, A.
Médium:	Journal Article
Jazyk:	angličtina
Vydáno:	Berlin/Heidelberg Springer Berlin Heidelberg 01.05.2017 Springer Springer Nature B.V SpringerOpen
Témata:	Astronomy Astrophysics and Cosmology Consistency Elementary Particles Gluon Distribution Gluon Vertex Hadrons Heavy Ions Lorentz Violation Lower bounds Mathematical analysis Mathematical models Measurement Science and Instrumentation Nuclear Energy Nuclear Physics Nucleons Parameterization Physics Physics and Astronomy Quantum Field Theories Quantum Field Theory Regular Article - Theoretical Physics Spacetime Star Product String Theory Structure Function Gluon Distribution Star Product Structure Function Lorentz Violation Gluon Vertex
ISSN:	1434-6044, 1434-6052
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Abstract	In the context of noncommutative space-time we investigate the nucleon structure functions which play an important role in identifying the internal structure of nucleons. We use the corrected vertices and employ new vertices that appear in two approaches of noncommutativity and calculate the proton structure functions in terms of the noncommutative tensor θ μ ν . To check our results we plot the nucleon structure function (NSF), F 2 ( x ) , and compare it with experimental data and the results from the GRV, GJR and CT10 parametrization models. We show that with the new vertex that arises the noncommutativity correction will lead to a better consistency between theoretical results and experimental data for the NSF. This consistency will be better for small values of the Bjorken variable x . To indicate and confirm the validity of our calculations we also act conversely. We obtain a lower bound for the numerical values of Λ NC scale which correspond to recent reports.
AbstractList	Abstract In the context of noncommutative space-time we investigate the nucleon structure functions which play an important role in identifying the internal structure of nucleons. We use the corrected vertices and employ new vertices that appear in two approaches of noncommutativity and calculate the proton structure functions in terms of the noncommutative tensor $$\theta _{\mu \nu }$$ θ μ ν . To check our results we plot the nucleon structure function (NSF), $$F_2(x)$$ F 2 ( x ) , and compare it with experimental data and the results from the GRV, GJR and CT10 parametrization models. We show that with the new vertex that arises the noncommutativity correction will lead to a better consistency between theoretical results and experimental data for the NSF. This consistency will be better for small values of the Bjorken variable x. To indicate and confirm the validity of our calculations we also act conversely. We obtain a lower bound for the numerical values of $$\Lambda _{\mathrm{NC}}$$ Λ NC scale which correspond to recent reports. In the context of noncommutative space-time we investigate the nucleon structure functions which play an important role in identifying the internal structure of nucleons. We use the corrected vertices and employ new vertices that appear in two approaches of noncommutativity and calculate the proton structure functions in terms of the noncommutative tensor θμν. To check our results we plot the nucleon structure function (NSF), F2(x), and compare it with experimental data and the results from the GRV, GJR and CT10 parametrization models. We show that with the new vertex that arises the noncommutativity correction will lead to a better consistency between theoretical results and experimental data for the NSF. This consistency will be better for small values of the Bjorken variable x. To indicate and confirm the validity of our calculations we also act conversely. We obtain a lower bound for the numerical values of ΛNC scale which correspond to recent reports. In the context of noncommutative space-time we investigate the nucleon structure functions which play an important role in identifying the internal structure of nucleons. We use the corrected vertices and employ new vertices that appear in two approaches of noncommutativity and calculate the proton structure functions in terms of the noncommutative tensor [Formula omitted]. To check our results we plot the nucleon structure function (NSF), [Formula omitted], and compare it with experimental data and the results from the GRV, GJR and CT10 parametrization models. We show that with the new vertex that arises the noncommutativity correction will lead to a better consistency between theoretical results and experimental data for the NSF. This consistency will be better for small values of the Bjorken variable x. To indicate and confirm the validity of our calculations we also act conversely. We obtain a lower bound for the numerical values of [Formula omitted] scale which correspond to recent reports. In the context of noncommutative space-time we investigate the nucleon structure functions which play an important role in identifying the internal structure of nucleons. We use the corrected vertices and employ new vertices that appear in two approaches of noncommutativity and calculate the proton structure functions in terms of the noncommutative tensor θ μ ν . To check our results we plot the nucleon structure function (NSF), F 2 ( x ) , and compare it with experimental data and the results from the GRV, GJR and CT10 parametrization models. We show that with the new vertex that arises the noncommutativity correction will lead to a better consistency between theoretical results and experimental data for the NSF. This consistency will be better for small values of the Bjorken variable x . To indicate and confirm the validity of our calculations we also act conversely. We obtain a lower bound for the numerical values of Λ NC scale which correspond to recent reports.
ArticleNumber	319
Audience	Academic
Author	Rezaei, Z. Mirjalili, A. Rafiei, A.
Author_xml	– sequence: 1 givenname: A. surname: Rafiei fullname: Rafiei, A. organization: Physics Department, Yazd university – sequence: 2 givenname: Z. surname: Rezaei fullname: Rezaei, Z. email: zahra.rezaei@yazd.ac.ir organization: Physics Department, Yazd university – sequence: 3 givenname: A. surname: Mirjalili fullname: Mirjalili, A. organization: Physics Department, Yazd university
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Snippet	In the context of noncommutative space-time we investigate the nucleon structure functions which play an important role in identifying the internal structure... Abstract In the context of noncommutative space-time we investigate the nucleon structure functions which play an important role in identifying the internal...
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SubjectTerms	Astronomy Astrophysics and Cosmology Consistency Elementary Particles Gluon Distribution Gluon Vertex Hadrons Heavy Ions Lorentz Violation Lower bounds Mathematical analysis Mathematical models Measurement Science and Instrumentation Nuclear Energy Nuclear Physics Nucleons Parameterization Physics Physics and Astronomy Quantum Field Theories Quantum Field Theory Regular Article - Theoretical Physics Spacetime Star Product String Theory Structure Function
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Title	Nucleon structure functions in noncommutative space-time
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