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Poisson exposure model

For testing $H_0:\theta=1$ against a larger alternative, approximate size-$0.05$ upper-tail tests reject when
$$
\widehat\theta_{MLE}>1+\frac{1.645}{\sqrt{S_1}}
$$
or, respectively,
$$
\widehat\theta_{LS}>1+1.645\frac{\sqrt{S_3}}{S_2}.
$$


Normal-approximation tests for a Poisson exposure model

Past exam of the mathematics course of the University of Cambridge / 2023 / ib / Paper 4 / 17H / d / Solution

Normal-approximation tests for a Poisson exposure model

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Normal-approximation tests for a Poisson exposure model

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