Abstract
Predictions based on a theoretical treatment (Molière 1951) of the problem of overlapping cells, are in satisfactory agreement with the results of experiment. They would indicate that the dispersions of the sampling distributions of certain statistics commonly used to estimate the scattering of particles, are almost independent of λ, the coefficient of overlap. The dispersions are found to differ but little from those of measurements based on a smaller number of non-overlapping cells which are shown to be independent in the sense of ordinary statistical theory of small samples. It is concluded that the advantage of employing the technique of overlap is inappreciable.

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