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A procedure for monitoring discrete multivariate counts is proposed. The procedure is based on two schemes: the first scheme detects a shift in one or two of the p variables; the second procedure detects a shift in all the variables. The first scheme is based on an unbiased estimator for the shift in a particular Poisson count when input variables are not measurable. Run length results show that for most shift conditions this estimator is more effective in detecting a shift in one or two variables than using multiple C charts on the raw counts. The second scheme is based on the average of the p variables. Run length results show that its performance is equal to or better than the performance of multiple C charts on the raw counts. Together the two schemes provide efficient detection of virtually all shift situations.
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Papers that cite the same references — the relational fallback while embeddings are still backfilling.
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