Scaling Hypothesis for the Rapidity Distributions and Information Theory

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概要

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• By means of information theory we propose a new scaling hypothesis for the rapidity distributions both in semi-inclusive and inclusive reactions, which indicates the same type of scaling as KNO scaling and scaling in the meam. Such scaling laws are supposed to be mutually in close connection and in addition to contradict Feynman scaling.

• 理論物理学刊行会の論文
• 1980-03-25

著者

• Nakamura Ryoku

  Department Of Physics Kanazawa University

• YOTSUYANAGI Ichiro

  Department of Physics, Kanazawa Medical University

• Yotsuyanagi Ichiro

  Department Of Physics Kanazawa Medical University

• KITA Ikuo

  Department of Physics, Kanazawa University

• NAKAJIMA Ryozo

  Department of Physics, Osaka University

• YOTSUYANAGI Ichirou

  Department of Physics, Kanazawa Medical University

• Kita Ikuo

  Department Of Physics Kanazawa University

• Yotsuyanagi Ichiro

  Department Of Applied Mathematics Faculty Of Engineering Science Osaka University

• NAKAJIMA Ryozo

  Department of Physics, Kanazawa University,Department of Physics, Osaka City University

• NAKAMURA Ryoku

  Department of Physics, Kanazawa University

関連論文

• Analysis of Intermittent Phenomena for High Energy Multiparticle Production Processes : Particles and Fields
• Analysis of Momentum and Multiplicity Distributions for High Energy Multiparticle Production Processes Based on the Thermal Three-Cluster Model-Simulation : Particles and Fields
• On a Phase with Spontaneously Broken Scale Invariance in Three Dimensional O(N) Models
• A Constraint from the Kallen-Lehmann Representation on the (φ^4)_4 Theory
• Scaling Hypothesis for the Rapidity Distributions and Information Theory
• Scaling in the Mean for the Semi-Inclusive Rapidity Distributions
• New Upper Bound on Average Multiplicity, Average Transverse Momentum and Total Cross Section
• Hydrodynamical Model of Multiparticle Production at Large Transverse Momentum
• Sum Rules for Two-Body Correlation Parameters between Neutral and Charged Particles
• On the Multiplicity Distribution in Semi-Inclusive Reactions
• Bounds on Average Multiplicity and Transverse Momentum in High-Enenrgy Hadron Collision
• Energy Dependence of Average Multiplicity and Scaling-in-the-Mean

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