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AbstractAbstract
[en] The use of quantum chromodynamics perturbation theory on large momentum transfer hadronic processes is examined. A self-consistent computational algorithm based upon Feynman diagrams is considered. Deep inelastic leptoproduction is discussed as an example of the QCD hard process and structure functions are calculated to all orders in the renormalized coupling constant in the leading logarithmic approximation. Explicit diagram-by-diagram calculations are exhibited through O(g4) and then extended to all orders through isolation and detailed analysis of the diagrams contributing leading logarithms. (U.K.)
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Source
May 1979; 136 p; Available from British Library, Boston Spa, Wetherby, West Yorks. No. D28881/79; Thesis (Ph.D.).
Record Type
Miscellaneous
Literature Type
Thesis/Dissertation
Country of publication
ALGORITHMS, COUPLING CONSTANTS, DEEP INELASTIC SCATTERING, FEYNMAN DIAGRAM, GAUGE INVARIANCE, GLUONS, INFRARED DIVERGENCES, LEPTONS, MOMENTUM TRANSFER, PARTICLE PRODUCTION, PERTURBATION THEORY, QUANTUM CHROMODYNAMICS, QUARKS, RENORMALIZATION, SELF-CONSISTENT FIELD, STRUCTURE FUNCTIONS, WARD IDENTITY
DIAGRAMS, ELEMENTARY PARTICLES, FERMIONS, FIELD THEORIES, FUNCTIONS, INELASTIC SCATTERING, INFORMATION, INTERACTIONS, INVARIANCE PRINCIPLES, LEPTON-BARYON INTERACTIONS, LEPTON-HADRON INTERACTIONS, LEPTON-NUCLEON INTERACTIONS, PARTICLE INTERACTIONS, POSTULATED PARTICLES, QUANTUM FIELD THEORY, SCATTERING
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