A survey of tables of probability distributions

Kacker, Raghu N.; Olkin, Ingram

doi:10.6028/jres.110.007

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2007

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References 39 publications

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“…In QCM, because of quantum statistics, we must assume that each quantum clan represents a single quantum state and therefore contains only identical particles of (almost) the same energy, which are distributed geometrically [12,16,30]. Keeping the assumption of independent production of quantum clans, one immediately finds that previous NB multiplicity distribution ( 16) is now replaced by the so called Pólya-Aeppli (Geometric-Poisson) distribution defined as [39] (with Θ = (1 − P) N ):…”

Section: B Implementationmentioning

confidence: 99%

Modeling Bose-Einstein correlations via elementary emitting cells

2007

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We propose a method of numerical modeling Bose Einstein Correlations by using the notion of Elementary Emitting Cells (EEC). They are intermediary objects containing identical bosons and are supposed to be produced independently during the hadronization process. Only bosons in EEC, which represents a single quantum state here, are subjected to the effects of Bose-Einstein (BE) statistics, which forces them to follow a geometrical distribution. There are no such effects between particles from different EECs. We illustrate our proposition by calculating a representative number of typical distributions and discussing their sensitivity to EECs and their characteristics.

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