Statistical Aspects of Neveu and Schwarz Dual Model
M.I. Gorenstein, V.P. Shelest, Yu.A. Sitenko, G.M. Zinovjev

TL;DR
This paper applies statistical methods to the Neveu and Schwarz dual model to analyze properties like spin distribution and decay widths, showing that its spectrum's characteristics align with the statistical bootstrap model.
Contribution
It introduces a statistical approach to analyze the Neveu and Schwarz dual model's spectrum, including both commuting and anticommuting operators, and compares results with the bootstrap model.
Findings
Spin distribution matches bootstrap model results
Decay widths are characterized statistically
Heavy resonance properties are quantitatively described
Abstract
Statistical method is applied to Neveu and Schwartz model for obtaining the average characteristics of the heavy resonances: spin distribution, decay widths etc. The properties of the dual model spectrum of states constructed of both commuting and anticommuting operators are considered. In this case the spin characteristics coincide with the results of the statistical bootstrap model.
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Taxonomy
TopicsSpectral Theory in Mathematical Physics · Matrix Theory and Algorithms · Quantum optics and atomic interactions
