Properties of Parton Correlation Function

ZHU Wei; LI Jun; RUAN Jian-Hong; XUE Xun

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《中国物理C》（英文）编辑部

2024年10月30日

Chinese Physics C> 2002, Vol. 26> Issue(7) : 652-657

Properties of Parton Correlation Function

Department of Physics,East China Normal University,Shanghai 200062,China

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Abstract：
A cutting rule for the correlation functions of higher twist amplitudes,which is proposed on the naive parton level by Jaffe,is justified for its valid when considering QCD corrections. Using the collinear time ordered perturbation theory,we show that this cutting rule is held at any orders of aⁿs(μ²) provided all initial parton operators are separable on the light-cone direction y^－.

References

[1]

. Collins J C, Soper D E, Sterman G. In:Perturbative Quantum Chromodynamics, edited by A. H. Muller, Singapore:World Scientific, 1989,1 2. Jaffe R L. Phys. Lett.,1982, 1168:437;Nucl. Phys.,1983,B229:205 3. Gribov L V, Levin E M, Ryskin M G. Phys. Rep.,1983,100:1;Muller A H, QIU J W. Nucl. Phys.,1986,B268:427;ZHU W. Nucl. Phys.,1999,B551:245 4. Sterman G. An Introduction to Quantum Field Theory, Cambridge University Press, 1993;Brodsky S J, Lepage G P. Phys. Rev.,1981,D24:1808;Brodsky S J, Huang T, Lepage G P. In:Capri A Z, Kamal A N ed. Particles and Fidlds. 1983,V2:143 5. Ellis P K, Furmanski W, Petronzio R. Nucl. Phys.,1983,B212:29 6. QIU J W. Phys. Rev.,1990,D42:30 7. ZHU W, XIONG H W, RUAN J H. Phys. Rev.,1999,D60:094006

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ZHU Wei, LI Jun, RUAN Jian-Hong and XUE Xun. Properties of Parton Correlation Function[J]. Chinese Physics C, 2002, 26(7): 652-657.

ZHU Wei, LI Jun, RUAN Jian-Hong and XUE Xun. Properties of Parton Correlation Function[J]. Chinese Physics C, 2002, 26(7): 652-657. shu

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Received: 2001-09-17
Revised: 1900-01-01

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沈阳化工大学材料科学与工程学院沈阳 110142

Properties of Parton Correlation Function

Corresponding author: ZHU Wei,

Department of Physics,East China Normal University,Shanghai 200062,China

Received Date: 2001-09-17
Accepted Date: 1900-01-01
Available Online: 2002-07-05

Abstract: A cutting rule for the correlation functions of higher twist amplitudes,which is proposed on the naive parton level by Jaffe,is justified for its valid when considering QCD corrections. Using the collinear time ordered perturbation theory,we show that this cutting rule is held at any orders of aⁿs(μ²) provided all initial parton operators are separable on the light-cone direction y^－.