Is there any information on what the upper bound might be on the infectivity of SARS-CoV-2? I think a lot of people just assume one big jump consumes most of the range, but we've seen at least three big jumps so far ("Doug", "Alpha", and "Delta").
It comes from the same family as SARS and MERS. Worst case, IMHO, would be that level of mortality combined with its current R0 of 6 to 9.
As in, shouldn't there be various values for R0 within a fully vaccinated community, R0 within an age group, R0 relative to the prevalence of active infection in a community, etc.?
I'm just wondering what complexity is concealed within an R0 figure. After all, if every infected person really infected 6 other people every 2 weeks or so, it would infect every person on Earth in about a year and a half.
Which is probably why R0 is distinguished from R1. Since otherwise R1 would be R0**2, and I highly doubt it is. It could be higher if viral load was a large factor (you have x% chance of picking it up when around a single carrier, but >x% if surrounded by multiple). Far more likely, it would be lower as it burned out tightly-connected groups.
Anyway, just thoughts triggered by seeing absolute R0 values.