Statistical Description for the Decay of an Ensemble of Emitter Nuclei in the Context of a Sub-Poisson Distribution


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A new formalism that combines the simplicity of the mathematical apparatus of the Poisson distribution and a correct description of the decay of the last nucleus of a system in a binomial distribution is proposed, based on Poisson and binomial distributions. The mathematical apparatus of the model for the creation and death of particles in a sub-Poisson distribution is presented, along with the results from comparing descriptions of the radioactive decay of nuclei using Poisson, binomial, and sub-Poisson distributions for a medium based on uranium-235.

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T. Korbut

Joint Institute for Power and Nuclear Research (Sosny), National Academy of Sciences of Belarus

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Email: tamara.korbut@gmail.com
白俄罗斯, Minsk, 220109

Ed. Rudak

Joint Institute for Power and Nuclear Research (Sosny), National Academy of Sciences of Belarus

Email: tamara.korbut@gmail.com
白俄罗斯, Minsk, 220109

A. Petrovskiy

Joint Institute for Power and Nuclear Research (Sosny), National Academy of Sciences of Belarus

Email: tamara.korbut@gmail.com
白俄罗斯, Minsk, 220109

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