bigato wrote: ↑Sun Apr 19, 2020 7:38 am
So far, like have been said many times in this thread already, the best statistical samples that we have of a population where the testing was as wide as possible are the Diamond Princess ship, the Vo Euganeo* Italian village, and South Korea. All these three point to something a little over 1% death rate among all infected, considering also the ones that didn’t show symptoms.
I don’t know whether repeating it one more time will make it sink in anyone’s mind, but here here is.
I realize that it's very appealing to declare once and for all "x is definitely true, case closed". After all, we are humans and humans yearn certainty.
However, things are usually more complicated than they seem and the current situation is evolving all the time as new data becomes available. Different groups will have different death rates, depending on many factors (age structure, health care capability, general health of the population to name a few).
The 1% death rate argument is such a case as on a surface you have fairly convincing data so it's natural to assume that you can derive the one and only true answer from it. Bare in mind I have no statistics or maths background, however, when looking at the data using my "common sense" approach I see several issues. Let's look at "The Diamond Princess":
Of the 3,711 people aboard Diamond Princess, 1,045 were crew and 2,666 were passengers.The median age of the crew was 36 while the median age of the passengers was 69.The passengers were 55% female and the crew was 81% male. Of the 712 infections, 145 occurred in crew and 567 occurred in passengers
3,618 individuals were tested between 5th Feb and 5th March, 712 tested positive, 14 died. Death rate: 14/712 = 1.97%.
1) We know that up to 30% of individuals tested get "all clear" even though they actually have an active virus in their body (false negatives). If we assume a 30% false-negative rate on the ship and include it in the denominator, death rate changes to: 14/712*0.7 = 1.37%.
2) Although the whole population was tested, this was done over the course of 30 days. We know the median time from onset to recovery is only 14 days for mild cases. Therefore, it's reasonable to assume there was a fairly large population on the ship who got infected but had no symptoms or very mild symptoms and recovered before they were tested, especially considering that Japan estimated that most of the transmission occurred before the quarantine. They would show as "true negatives" as although the had a virus, it was no longer detectable by the time they were tested. If we include them in the figures, they'd increase the denominator, thus pushing the death rate lower still. I have no idea how many would there be, but let's say another 30%; death rate changes again: 14/712*0.7*0.7 = 0.96%
3) "The Diamond Princess" passengers and crew population is a representative sample of a typical cruise ship population only. Based on the numbers of passengers and crew, the blended median age would be around 60? That's way higher than any country in the world (even Japan is 'only' 47) and means that the median passenger is already in the high-risk group. Therefore, pushing the death rate higher (age is the main risk factor).
4) Around 55% of people on the ship were male. Considering that the death rate for males is around 60% vs 40% for females, this again produces an inflated death rate on the ship due to the sample not being representative.
Now, I made some assumptions in the above, but (I hope) you can see that all four of these issues affect the calculation of death rate on the ship by inflating it substantially, at least when compared to any other population. Therefore, anchoring to the ship's death rate and extrapolating it doesn't make any sense. I'm sure there are more issues with the data than what I spotted, but the bottom line is that we should not assume that the death rate in any single population is representative of the whole world and treat it as gospel. The newest science estimates the death rate to be at a much lower level than 1% and the trend even since early Chinese data is for the death rate to only be revised down. It's not unreasonable to assume that once we are able to properly, repeatedly test large groups over time, the real death rate will be lower still.