Solutions of the Differential-Difference Equation of the Perina and McGill Formula and Their Interrelations : Role of Coherent Component in Hadronic Collisions : Particles and Fields

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概要

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• Stochastico-physical structures of the Perina-McGill formula are investigated. We find two new analytic solutions with the Planck-Polya type, and a condition defined in the Fock state as initial conditions. Moreover, we investigate physical connections between the probability distributions with discrete and continuous variables in the Fock state and those in the coherent state. It is found that there is another procedure in addition to the randomization for hadronization from the QCD-world to the meson-world, provided that the Perina-McGill formula describes correctly meson production mechanism. The role of coherent component in KNO scaling distributions and pion interferometry is elucidated.

• 理論物理学刊行会の論文
• 1985-04-25

著者

• SUZUKI Naomichi

  Matsumoto University

• Biyajima Minoru

  Department Of Physics Shinshu University

• Biyajima Minoru

  Department Of Physics Faculty Of Liberal Arts Shinshu Univeristy

• Suzuki Naomichi

  Matsusho-gakuen Junior College

• Suzuki Naomichi

  Mtsusho Gakuen Junior College

• Biyajima Minoru

  Departmemt Of Physics Faculty Of Liberal Arts Shinshu University

• SUZUKI Naomichi

  Department of Comprehensive Management, Matsumoto Univ.

• BIYAJIMA Minoru

  Department of Physics, Shinshu Univ.

• BIYAJIMA Minoru

  Department of Physics, Faculty of Liberal Arts Shinshu University

• BIYAJIMA Minoru

  Department of Physics, Shinshu University : Niels Bohr Institute

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