On estimating multivariate discrete probabilities by pooled incomplete samples

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In the statistical analysis of observations from multinomial distribution, it is sometimes necessary to combine, or pool, two or more sets of observations in order to estimate the probabilities involed.

Asano (1965) considered the pooling of truncated samples with complete samples and discussed the main properties of the maximum likelihood estimates. In this paper, we shall apply Asano's methods to other multivariate discrete probabilities.

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