Results 151 to 160 of about 2,008 (184)
Measuring spin correlation between quarks during QCD confinement. [PDF]
STAR Collaboration.
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Feeding-regulated glycogen metabolism drives rhythmic liver protein secretion. [PDF]
Weger M +24 more
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Compatibility and combination of world W-boson mass measurements. [PDF]
LHC-TeV MW Working Group +18 more
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A practical guide to unbinned unfolding. [PDF]
Canelli F +14 more
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The dynamic hadronization of charm quarks in heavy-ion collisions. [PDF]
Bierlich C +3 more
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Anthropogenic microparticles and mercury co-occurrence in blue sharks from the Tropical Eastern Pacific. [PDF]
Rechimont ME +3 more
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Physical Review D, 1992
The quark and gluon distributions of the photon are determined in leading and higher order by imposing a vector-meson dominance (VMD) valencelike structure at a low resolution scale adopted from the pion. This leaves only one free parameter, not sufficiently constrained by VMD, to be fixed by experiment.
, Glück, , Reya, , Vogt
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The quark and gluon distributions of the photon are determined in leading and higher order by imposing a vector-meson dominance (VMD) valencelike structure at a low resolution scale adopted from the pion. This leaves only one free parameter, not sufficiently constrained by VMD, to be fixed by experiment.
, Glück, , Reya, , Vogt
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Parton distributions in hadrons
Progress in Particle and Nuclear Physics, 2006Abstract We use the statistical model of Zhang et al. [Y.-J. Zhang, B. Zhang, B.-Q. Ma, Phys. Lett. B 523 (2001) 260; Y.-J. Zhang, B.-S. Zou, L.-M. Yang, Phys. Lett. B 528 (2002) 228; Y.-J. Zhang, W.-Z. Deng, B.-Q. Ma, Phys. Rev. D 65 (2002) 114005] to calculate parton distributions in hadrons.
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Parton and Valon Distributions in the Nuclei
International Journal of Theoretical Physics, 2020zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Javad Sheibani +2 more
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Quantum statistical parton distributions
Journal of Physics A: Mathematical and General, 2002Summary: Modified Fermi-Dirac functions for the fermionic partons and a Bose-Einstein expression for gluons allow us to successfully describe both polarized and unpolarized structure functions in terms of a small number of parameters. Definite predictions are made for \(\bar q\) distributions to be tested in forthcoming experiments.
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