> Specifically, once the proportion of recovered in the population reaches 1/(1-R_0), there are no longer enough vectors (infectable indviduals) remaining for a serious outbreak to occur. It’s worth noting that this is the same principle that vaccination relies upon; vaccination is just an artificial way to build immunity without having to undergo a full infection.
I should learn to never read anything from random people working in areas they don't have any expertise in. This whole section is wrong.
The idea that vaccination and epidemics need the same percent of immunity is completely 100% wrong. An active epidemic is going to infect way more people before dying out than the simple, naive herd immunity calculation will give you. In fact, while an r0 of 2 indicates that you get herd immunity with just 50% of the population, a typical active epidemic with the same r0 would infect 80+% before dying out.
This is clear when you think for about 1 second about it. The `1/(1-R_0)` value gives you the point where infected people infect 1 more person, it doesn't give the point when the infection stops spreading.
I should learn to never read anything from random people working in areas they don't have any expertise in. This whole section is wrong.
The idea that vaccination and epidemics need the same percent of immunity is completely 100% wrong. An active epidemic is going to infect way more people before dying out than the simple, naive herd immunity calculation will give you. In fact, while an r0 of 2 indicates that you get herd immunity with just 50% of the population, a typical active epidemic with the same r0 would infect 80+% before dying out.
This is clear when you think for about 1 second about it. The `1/(1-R_0)` value gives you the point where infected people infect 1 more person, it doesn't give the point when the infection stops spreading.