I am not sure I understand this argument. How could a country like the UK take the approach above and risk going deeper into the exponential curve, especially given the significant lags involved? It may work in Sweden, but they have a better health care system there, a healthier population, the highest number of single person households in the world and they had also banned mass events on 12 March. I don't think any responsible government here could take such a massive risk (the risk of completely overwhelming the NHS), especially given that mass events were still ongoing in mid-March.
The mortality rate (0.1%) mentioned by the other Swedish scientist is also completely wrong, or it could apply to Sweden only. Forget about mortality rate, in New York City the confirmed deaths so far is 0.16% of the population and the likely deaths is 0.22% of the population. These are not mortality rates, these are the percentages out of the whole population (not just out of the infected people!) and they are still rising!
With the data we have so far, deaths in the UK have peaked ~3 weeks after the lockdown and the app proxy of infections peaked 2 weeks after the lockdown, which is almost a perfect match and it shows the lockdown as having a big impact on our epidemic.
Originally Posted by: xioni2