Multi-boson correlations using wave-packets II

TL;DR

This paper analyzes an analytically solvable pion-laser model and its generalizations, highlighting its uniqueness in providing an exact solution within its class of models.

Contribution

It introduces a generalized pion-laser model with arbitrary multiplicity distributions and emphasizes its unique analytic solvability.

Findings

The original pion laser model is uniquely solvable analytically.

Generalizations to arbitrary multiplicity distributions are possible.

The model's analytic solution distinguishes it from other similar models.

Abstract

We investigate the analytically solvable pion-laser model, and its generalization to arbitrary multiplicity distributions. Although this kind of extension of the model is possible, the pion laser model in its original form is unique: it is the only model in its class that has an analytic solution.