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Mandzhavidze, I.; Sisakyan, A.
Joint Institute for Nuclear Research, Dubna (Russian Federation)2000
Joint Institute for Nuclear Research, Dubna (Russian Federation)2000
AbstractAbstract
[en] The paper contains a description of a first attempt to understand the extremely inelastic high energy hadron collisions, when the multiplicity of produced hadrons considerably exceeds its mean value. Problems with existing model predictions are discussed. The real-time finite-temperature S-matrix theory is built to have a possibility to find model-free predictions. This allows one to include the statistical effects into consideration and build the phenomenology. The questions to experiment are formulated at the very end of the paper
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2000; 89 p; 111 refs., 4 figs. Submitted to Physics Reports
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Report
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ASYMPTOTIC SOLUTIONS, BOUNDARY CONDITIONS, CORRELATION FUNCTIONS, DEEP INELASTIC SCATTERING, DIRAC OPERATORS, DISSIPATION FACTOR, DISTRIBUTION FUNCTIONS, DUAL RESONANCE MODEL, ENERGY LOSSES, EQUATIONS OF STATE, FINAL-STATE INTERACTIONS, FLUCTUATIONS, FOUR MOMENTUM TRANSFER, FOURIER TRANSFORMATION, GLUONS, HADRONS, JET MODEL, LTE, MULTIPERIPHERAL MODEL, MULTIPLE PRODUCTION, MULTIPLICITY, PARTICLE KINEMATICS, PARTITION FUNCTIONS, PARTONS, PERTURBATION THEORY, PHASE SPACE, PHASE TRANSFORMATIONS, POMERANCHUK PARTICLES, REGGE POLES, S MATRIX, SINGULARITY, THERMODYNAMIC MODEL, TRANSVERSE MOMENTUM, UNITARITY, VACUUM STATES
BOSONS, ELEMENTARY PARTICLES, EQUATIONS, EQUILIBRIUM, FUNCTIONS, HADRONS, INELASTIC SCATTERING, INTEGRAL TRANSFORMATIONS, INTERACTIONS, LEPTON-BARYON INTERACTIONS, LEPTON-HADRON INTERACTIONS, LEPTON-NUCLEON INTERACTIONS, LINEAR MOMENTUM, LOSSES, MATHEMATICAL MODELS, MATHEMATICAL OPERATORS, MATHEMATICAL SPACE, MATRICES, MESONS, MOMENTUM TRANSFER, PARTICLE INTERACTIONS, PARTICLE MODELS, PARTICLE PRODUCTION, PERIPHERAL MODELS, POSTULATED PARTICLES, QUANTUM OPERATORS, SCATTERING, SPACE, STATISTICAL MODELS, TRANSFORMATIONS, VARIATIONS, VENEZIANO MODEL
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