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Robert's avatar

> Out of 22 non-Nordic EU countries, Sweden did better than all but two of them (Ireland and Switzerland.)

Switzerland is not a member of the EU.

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Doug Herbert's avatar

Thank you for this. At the time, Sweden's more relaxed approach presented a fascinating test case and it's good to see a rigorous analysis of the possible effects of this approach.

This paragraph raises a technical question in my mind:

"Partly, the catch-up in excess mortality (which is not seen in official Covid death count) may be an illustration of the reality that if you prevent a 90-year-old from dying of Covid in March 2020 — well, many such people are going to die by September 2022, even if kept safe from Covid. So part of the catch-up is because some of the “lives saved” unfortunately couldn’t be saved for very long."

In the operational definition of "excess mortality" that you've used, is the figure cumulative for the entire period, or a month-by-month calculation based on expected death rates for those alive in each period?

In other words, in expressing the excess death rate for the period of January 2020 through July 2022 for the age group 85-90 (for example), does that reflect the aggregate deaths versus the expected deaths (based on the earlier comparison period) for the time period viewed as a unitary whole or does it represent the sum of each month's excess death rate based on the number of people alive at the beginning of that month?

To me, it seems that the latter measure (if feasible) would tend to avoid the "catch-up" effect that you point out. In the cumulative model, the mere fact that the countries that avoided early deaths would mean that there are just numerically more old people left alive who can die. But if that larger group of old people are dying in July 2022 at *rates* no higher than they died in the comparable earlier period, there should be no "catch-up" effect.

I'm no statistician, so I readily concede that what I'm saying here might not make much sense at all.

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