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cm27874's avatar

The case you consider regarding cumulative AEIR/I is the case of equal chance of AE for each jab. Indeed, 15,024 AEs for 8,768,355 injections is an overall AER of 0.171%, and the cumulative AEIR/I (probability of suffering at least one AE) after three injections would be 1 - (1 - 0.171%)^3 = 0.513%. Probability of suffering two or more AEs is negligible.

However, consider the two hypothetical cases at the extremes:

- Case 1: AEs only happen with the first jab (if you're through that, you're fine). In this case, the cumulative AEIR/I for three jabs is equal to 15,024 / 3,616,466 = 0.415%

- Case 2: AEs only happen with the third jab (the first two are just saline solution). In this case, the cumulative AEIR/I for three jabs is equal to 15,024 / 2,185,632 = 0.687%.

Another interesting possibility: the first jab determines if you're an AE case, and you either get no AE at all (no matter the number of jabs), or an AE for each jab. AEIR/I for three jabs is then 0.171% - but it means buy one, get two free.

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cm27874's avatar

Interesting news from Germany (WELT article is behind paywall; haven't read it: https://www.welt.de/politik/deutschland/plus237106177/Coronavirus-Mehr-Impf-Nebenwirkungen-als-bisher-bekannt.html): health insurance providers have analyzed their data, which seem to indicate much higher AE rates (around 2.0%; the PEI official figures are at around 0.3%).

https://twitter.com/argonerd/status/1496571782094110721/photo/1

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