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  • 1 Central Research Institute for Physics P.O.Box 49 H-1525 Budapest 114 Hungary
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Abstract  

The validity of the Poisson and theP(k) modified Poisson statistical density functions of observing k events in a short time interval t=T/n, proposed previously by others, is investigated experimentally in radioactive decay detection for various measuring times, T. The experiments to measure radioactive decay were performed with 89my (T1/2=16.06 s), using a multichannel analyzer operating in the multiscaling mode. According to the results, Poisson statistics adequately describes the counting experiment for short measuring times (up to T<0.5 T1/2) and its application is recommended. However, analysis of the data demonstrated, with confidence, that for long measurements (T>1 T1/2) Poisson distribution is not valid and the modified Poisson function is preferable.