Abstract
In this first contribution we consider the single-photon counting experiment. This is followed by a discussion of the Poisson process. The most important function to be described is the zeroth pulse interval density, which corresponds to the experimental result. Only in the limit of a low mean photon count rate (as a ratio to pulse repetition rate), does this function correspond to the required true time-dependence of the fluorescence. In other cases either an electronic pile-up inspector must be used, or the zeroth pulse interval density function itself should be fitted. The distinction between electronics-limited (type E) pileup, and statistical TAC-limited (type S) pile-up is clearly made. Finally, (rather than earlier, where the issues are already confused enough), the nature and variety of dead times are considered in more detail.
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Selinger, B.K., Harris, C.M. (1983). The Pile-Up Problem in Pulse Fluorometry. In: Cundall, R.B., Dale, R.E. (eds) Time-Resolved Fluorescence Spectroscopy in Biochemistry and Biology. NATO Advanced Science Institutes Series, vol 69. Springer, Boston, MA. https://doi.org/10.1007/978-1-4757-1634-4_6
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