[quote manolantern]Another bumper thread estimates that even if Omicron is a worse variant, it wouldn't really have an impact on cases until February/March:
twitter.com/andrew_lilico/status/1465846728750510082[/quote]
I've only glanced through the twitter thread but I don't think Dr Lilico knows much about epidemiology however good a mathematician he is. I would say he is broadly right that it will take a considerable amount of time for omicron to take hold in the UK if there are only a few cases at the moment.
He seems to have made a lot of assumptions with no real evidence (ie there are only 100 seed cases in the UK as of yesterday) and we really don't have the data yet to estimate the R0 of omicron accurately or the effect of vaccination on transmission of omicron.
I would rate his predictions as about as accurate as those made by @PrincessNutNuts on MN (that's not an insult, she clearly has a grasp of the basics). His calculations are so oversimplified that they are wildly inaccurate. He seems to have made the same mistake that she did in one of her calculations that he has forgotten to include immunity from infection.
From his tweets:
Let's begin by assuming a single unsegmented population. Let's assume that with behaviour modifications the R0 of delta is currently 5 & that we are at the HIT (80%).
R0 is constant
It is the average number of people infected by an infectious person when nobody has immunity and everyone is susceptible, in a homogenous population. The R0 of delta is about 5. If you are taking into account things like behaviour modifications, you are taking about Re, the effective R number at the current time (which is what he is goes on to try and calculate). I guess what he means is that he is assuming behaviour modifcations will remain constant (which they won't, we have already reintroduced masks) but it suggests to me that he isn't an expert in epidemiology if he is using terms incorrectly and expressing things in inaccurate language.
I really have no idea why he is taking about the herd immunity threshold (HIT) here. It really isn't relevant to his calculations. He's just randomly decided that 80% of the population has immunity. It would be more accurate to estimate the level of immunity in the population by taking the actual data of the percentage of the population who has been vaccinated and the estimated percentage of the population who currently have antibodies from infection. The ONS publishes that data. The total percentage of the population with immunity was about 93% last time I checked.
Besides which, the HIT is only 80% if immunity is sterilising (ie you can't become infected if you have immunity) rather than partial so I am not sure he understands the term...
Let's assume that collective 80% immunity comes in two flavours: the triple-dose vaxxed (or double-dosed plus one infection or any equivalent variation) & the non-triple-dose-vaxxed ("the rest"). Let's assume they're half the population each by the time omicron gets going.
What about the infected and recovered? Although it's not clear whether he has just ignored them or is lumping them into the "non-triple-dose-vaxxed" and assuming that they (and the single vaxxed) have the same immunity levels as the double vaxxed (in his next tweet, he assumes all this group have "65% transmission protection").
I'm not going any further in dissecting his calculations. Yes, he's right, it will take some time for omicron to spread in the UK. If there really are only a handful of cases in the UK at the moment, it is unlikely to overwhelm us before Christmas, but he can't predict when it will really take hold with any accuracy at all from those calculations. He could have at least used the correct values for antibody levels in the population.