Coherent Production of Pairs of Parabosons of Order 2

Abstract

A parameter-free statistical model is used to study multiplicity signatures for coherent production of charged-pairs of parabosons of order p=2 in comparison with those arising in the case of ordinary bosons, p=1. Two non-negative real parameters arise because &#34;ab&#34; and &#34;ba&#34; are fundamentally distinct pair operators of charge &#34;+1&#34;, A-quanta and charge &#34;-1&#34;, B-quanta parabosons. In 3D plots of P(q)_m = &#34;The probability of m paraboson charged-pairs and q positive parabosons&#34; versus < n > and < n^2 >, the p=1 curve is found to lie on the relatively narrow 2D p=2 surface.