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This volume presents an overview of the many new and exciting results, both theoretical and experimental, in the area of spin structure functions and sum rules at low to moderate photon virtuality Q2. It includes contributions from many leading scientists in the field worldwide. The volume covers the following topics:. recent results on the Gerasimov-Drell-Hearn (GDH) sum rule with real photons and its extensions to virtual photons. inclusive spin structure functions at low to moderate Q2 and their moments. exclusive measurements of nucleon spin structure in the resonance region. spin
Nuclear spin --- Sum rules (Physics) --- Scattering (Physics) --- Particles (Nuclear physics) --- Physics --- Spectrum analysis
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This volume contains the invited talks and contributed papers presented at the workshop on "Testing QCD Through Spin Observables in Nuclear Targets", held at the University of Virginia in April 2002.The workshop was proposed in the context of the large number of experiments that have used polarized deuterons or polarized 3 He to extract information about the spin parameters of the neutron. The motivation for this workshop was to study the effects of the nuclear medium on the spin properties of the bound nucleon and to explore issues in QCD that might be resolved through spin observables in nuc
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The history of spin in general, and of the nucleon spin structure in particular, has been full of surprises. For the past 25 years deep inelastic lepton scattering has been studied to determine the carriers of the nucleon spin. However, it was realized only recently that a full understanding of the nucleon spin will also require detailed information on the helicity structure in the resonance region, i.e. in the realm of nonperturbative QCD.This volume gives a status report on the spin structure in the nucleon resonance region, focusing on: new experimental results from SLAC and HERMES; a first
Nuclear spin --- Sum rules (Physics) --- Scattering (Physics) --- Particles (Nuclear physics) --- Physics --- Spectrum analysis
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