Self-Consistent Scaling Model for Multiplicity Distribution and Semi-Inclusive Missing Mass Spectra
スポンサーリンク
概要
- 論文の詳細を見る
Incorporating the observed similarity between the system X_m of mass M in the reaction p+p⇾p+X_M and the system X_s of mass √=_s in the reaction p+p⇾X_S, we construct phenomenological scaling model which can describe the multiplicity distribution and the semi-jnclusive missing mass spectra in a self-consistent way.
- 理論物理学刊行会の論文
- 1975-02-25
著者
-
Minakata Hisakazu
Department Of Physics Tokyo Metropolitan University
-
Minakata Hisakazu
Research Institute For Theoretical Physics Hiroshima University
-
MINAKATA Hisakazu
Department of Physics, Waseda University
関連論文
- Shadow Approach to Elastic Scattering of Diffractive States
- Coherent State Representation of Multiparticle Final States and Power Behaviour in Deep Scattering
- Multi-Jet Structure of Hadronic Final States and Trajectory Slope
- Trajectory Slopes in a Gauge-Dual-Topological Approach to Soft Hadronic Reactions
- Self-Consistent Scaling Model for Multiplicity Distribution and Semi-Inclusive Missing Mass Spectra
- Pomeron Slope vs. Reggeon Slope in Dual Multiperipheral Model
- A Geometrical Aspect of Multiplicity Distribution and Elastic Diffraction Scattering
- Multiplicity Distribution Model Based on Cluster Assumption in High-Energy Hadronic Collisions
- Are Violations of Feynman and Bjorken Scaling Mutually Connected?
- Self-Consistent Scaling Model for Multiplicity Distribution and Semi-Inclusive Missing Mass Spectra. II
- Coherent State Representation of Multiparticle Final States and Shadow Scattering at Very High Energies
- Is Slope of the Forward Peak Controlled by the Size of Diffractively Excited Objects?
- Trajectory Slopes in a Gauge-Dual-Topological Approach to Soft Hadronic Reactions(Duality, Jets and QCD,Proceedings of the Multiparticle Dynamics)