In this post we revisit theoretical case numbers for the OMICRON COVID-19 variant in New Zealand to estimate Ro. We assume a daily increase in case numbers of r = SQRT(3) without isolation and calculate what value of r will produce this result with isolation. We use Goal Seek in Excel to find that r = 1.6 works well.
In a previous post we used actual case numbers for the Omicron variant in New Zealand to estimate Ro.
We found that case numbers may potentially triple in a two-day period. i.e. r = SQRT(3).
To estimate Ro (the average number of people one person may infect without isolation over a 10-day infectious period), we need to estimate (project) the number of people a case may infect if the case had not been isolated.
We assume a daily increase in case numbers of r = SQRT(3) without isolation and calculate what value of r will produce this with isolation.
Re is the effective Reproduction number (with isolation).
For background see:
We use Goal Seek in Excel to find that r = 1.6 works well.
We obtain these tables:
We see that Ro is more than 30% above Re.
3 Comments Add yours