Nachtmann Moments of F_2^<νN>(x, Q^2) and Energy Momentum Sum Rule
スポンサーリンク
概要
- 論文の詳細を見る
The Nachtmann moments of the singlet structure function F_2^<νN>(x, Q^2) which contains the infomation of the mixing between quarks and gluons are predicted based on QCD in leading order approximations. The agreement with experimental data is fairly good. The energy momentum sum rule which is imposed on the Q^2-dependent quark and gluon distribution functions is not consistent with the Abelian vector gluon theory, but consistent with QCD. This fact concludes that the Abelian vector gluon theory with small fixed point is definitely excluded as the theory responsible for the strong interactions, whereas QCD is the most eligible one.
- 理論物理学刊行会の論文
- 1980-01-25
著者
-
Okumura Yoshitaka
Department Of Applied Physics Chubu Institute Of Technology
-
Okumura Michiko
Department Of Physics Kyoto University
-
Okumura Yoshitaka
Department Of Applied Physics Chubu Institute Of Thechnology
-
OKUMURA Yoshitaka
Department of Applied Physics, Chubu Institute of Thechnology
関連論文
- Sogami's Generalized Covariant Derivative and Non-Commutative Differential Geometry : Particles and Fields
- Lorentz Invariance and the Unitarity Problem in Non-Commutative Field Theory
- Lorentz-Invariant Non-Commutative Space-Time Based on DFR Algebra
- Connes' Gauge Theory and Weinberg-Salam Model of Leptons on Noncommutative Space-Time
- Lagrangian Formulation of NCG Gauge Theory : Particles and Fields
- Gauge Theories Coupled to Fermions in Generation : Particles and Fields
- Lagrangian Formulation of NCG Gauge Theory. II
- Lorentz Invariance and the Unitarity Problem in Non-Commutative Field Theory(Particles and Fields)
- Phenomenology of Conventional Field Theory in Neutrino-Nucleon Reactions
- Standard Model in Differential Geometry on Discrete Space M_4 × Z_3 : Particles and Fields
- Two Higgs Doublet Model in a Noncommutative Geometry on the Discrete Space M_4×Z_4 : Particles and Fields
- Non-Commutative Differential Geometry and Standard Model
- Neutrino-Nucleon Scatterings under Scaling Violation
- Left-Right Symmetric Gauge Theory in Non-Commutative Geometry on M_4×Z_N : Particles and Fields
- Application of a New Scaling Rule to Neutrino Nucleon Reactions
- New Incorporation of the Strong Interaction in NCG and Standard Model
- SO(10) Grand Unified Theory in Non-Commutative Differential Geometry on the Discrete Space M_4×Z_N : Particles and Fields
- Renormalization Group Analysis of the Higgs Boson Mass in a Noncommutative Geometry : Particles and Fields
- Modified Reconstruction of Standard Model in Non-Commutative Differential Geometry : Particles and Fields
- Possible Explanation of Data for R= σ_L/σ_T
- Scaling Violation and Deep Inelastic Contribution to p-n Mass Difference
- New Method in Evaluating the Q^2 Evolution of Moment Integral in Neutrino-Nucleon Reaction
- Hadron Scattering at Extremely High Energies in the Parton Model
- BRST Symmetry and the Scale Transformation of Ghost Fields in Gauge Theory on NC Spacetime(Particles and Fields)
- Non-Commutative Differential Geometry on Discrete Space M_4×Z_N and Gauge Theory : Particles and fields
- Extrapolation of the Structure Function νW_2 from the Deep Inelastic Region down to the Resonance Region in e-p Scattering
- Sum Rule for e-p Scattering
- Note on Two-Higgs-Doublets Model in Non-Commutative Differential Geometry
- Energy Momentum Sum Rule beyond the Leading Order in QCD
- Weinberg-Salam Theory in Non-Commutative Geometry : Particles and Fields
- Nachtmann Moments of F_2^(x, Q^2) and Energy Momentum Sum Rule
- Divergence in the Cottingham Formula
- New Approach in Application of Field Theories to Lepton Hadron Scattering
- Gauge Theory on Discrete Space M_4×Z_N and SU(5) GUT in Non-Commutative Geometry : Particles and Fields
- Deep Inelastic Contribution to Nucleon Mass Difference
- Phenomenological Determinations of Quark and Gluon Distributions inside the Nucleon in Quantum Chromodynamics
- Gauge Theories Coupled to Fermions in Generation : Particles and Fields