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Martin Sleziak
Martin Sleziak
9:08 AM
specific-question Should epidemics-modelling add to: COVID19-“herd immunity” estimation? It mentions Covid, but it is basically a question about probability.
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Q: COVID19-"herd immunity" estimation

Dominic van der ZypenThe following question is inspired by the current COVID19 situation and the discussions on herd immunity, and it is based on some simplifying assumptions. We consider a population of $N$ people where $N\in\mathbb{N}$. We start at day $d=0$. Let $p\in \; ]0,1[$ be the probability that a previously...

pr.probability recreational-mathematics expectation
 
YCor
YCor
9:30 AM
@MartinSleziak yes!
 
Martin Sleziak
Martin Sleziak
Yes, as in yes it should be added?
Or yes as in yes it is problem on probability and has nothing to do with covid?
I have edited the tags - since the question already has some close votes, I wanted to make the edited before it gets closed.
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Q: COVID19-"herd immunity" estimation

Dominic van der ZypenThe following question is inspired by the current COVID19 situation and the discussions on herd immunity, and it is based on some simplifying assumptions. We consider a population of $N$ people where $N\in\mathbb{N}$. We start at day $d=0$. Let $p\in \; ]0,1[$ be the probability that a previously...

pr.probability recreational-mathematics expectation epidemics-modeling
Although the tag-only edits should not cause problems w.r.t. pushing the question prematurely into the reopen review queue, so maybe it doesn't really matter that much.
 
 
1 hour later…
Martin Sleziak
Martin Sleziak
10:49 AM
It is in the close review queue at the moment: mathoverflow.net/review/close/139247
I see that you have edited the title and the tags: mathoverflow.net/posts/375155/revisions
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Q: "Herd immunity" estimation

Dominic van der ZypenThe following question is inspired by the current COVID19 situation and the discussions on herd immunity, and it is based on some simplifying assumptions. We consider a population of $N$ people where $N\in\mathbb{N}$. We start at day $d=0$. Let $p\in \; ]0,1[$ be the probability that a previously...

pr.probability applied-mathematics expectation epidemics-modeling
It is ironic that this got tagged "recreational mathematics", when in the eyes of a layman it could be considered the only kind of mathematics that has a real-world impact... — Federico Poloni 1 hour ago
 

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