Re: COVID-19
Posted: Wed Apr 29, 2020 4:11 pm
According to this Sky News story https://news.sky.com/story/coronavirus- ... d-11980194 the R rate has increased from 0.7 to 0.96 since they eased restrictions.
Thank you! Have registered and spread the word.Brightonian wrote: Wed Apr 29, 2020 7:47 am Oxford vaccine trial in South London area:
https://www.covid19vaccinetrial.co.uk/p ... -georges-0
How could they possibly know? Even with fantastic testing, there must be undiscovered pockets of infection?Blackcountryboy wrote: Wed Apr 29, 2020 4:11 pm According to this Sky News story https://news.sky.com/story/coronavirus- ... d-11980194 the R rate has increased from 0.7 to 0.96 since they eased restrictions.
You could probably proxy it with the rate of hospitalizations. At a very basic level assume that a constant percentage of those infected need hospital treatment. It would be possible to make it more complex by adjusting for age etclpm wrote: Wed Apr 29, 2020 5:41 pmHow could they possibly know? Even with fantastic testing, there must be undiscovered pockets of infection?Blackcountryboy wrote: Wed Apr 29, 2020 4:11 pm According to this Sky News story https://news.sky.com/story/coronavirus- ... d-11980194 the R rate has increased from 0.7 to 0.96 since they eased restrictions.
It looks like they corrected it, and it should be 0.75.Blackcountryboy wrote: Wed Apr 29, 2020 4:11 pm According to this Sky News story https://news.sky.com/story/coronavirus- ... d-11980194 the R rate has increased from 0.7 to 0.96 since they eased restrictions.
Unfortunately, many people completely fail to understand exponentials. With R=0.7 for each person currently infected you will get 2.333... more infected until the disease dies out. But with R=0.75 (which seems like a very small change) you get 3 more infected. So that small change in R of 0.05 causes a 29% increase in infections (and, presumably, deaths).Woodchopper wrote: Wed Apr 29, 2020 8:51 pmIt looks like they corrected it, and it should be 0.75.Blackcountryboy wrote: Wed Apr 29, 2020 4:11 pm According to this Sky News story https://news.sky.com/story/coronavirus- ... d-11980194 the R rate has increased from 0.7 to 0.96 since they eased restrictions.
https://www.merkur.de/welt/corona-deuts ... 30761.html
That is a very bad mistake to make. As R gets closer to 1, smaller changes have bigger effects. For example, if it went from 0.95 to 0.96, that would mean an extra 5 people would get infected per initially infected person (24 instead of 19). And note also how that's hugely greater than the number infected at R=0.75. The big goal is not to keep R less than one, it's to get R as low as practical and keep it there until the disease is eradicated. This can be by lockdown or other means. Keeping R less than one is no more than keeping the barest minimum of control over the disease. Any value of R >= 1 means the same number of people get infected - the value only changes how fast this happens.Lothar Wieler, head of Germany's disease control centre the Robert Koch Institute, stressed the importance of the reproduction rate.
"The number should stay below one, that is the big goal," he told a news conference.
What you're characterising there is not an exponential. It's the sum of an infinite geometric series, and it blows up as R nears 1 because there's a 1-R in the denominator - it's approaching division by zero. An even more acute problem than exponential growth.Millennie Al wrote: Thu Apr 30, 2020 3:31 amUnfortunately, many people completely fail to understand exponentials. With R=0.7 for each person currently infected you will get 2.333... more infected until the disease dies out. But with R=0.75 (which seems like a very small change) you get 3 more infected. So that small change in R of 0.05 causes a 29% increase in infections (and, presumably, deaths).Woodchopper wrote: Wed Apr 29, 2020 8:51 pmIt looks like they corrected it, and it should be 0.75.Blackcountryboy wrote: Wed Apr 29, 2020 4:11 pm According to this Sky News story https://news.sky.com/story/coronavirus- ... d-11980194 the R rate has increased from 0.7 to 0.96 since they eased restrictions.
https://www.merkur.de/welt/corona-deuts ... 30761.html
It appears that across Europe the policy is that the lowest practical value for R is just below 1. Which is why we are now seeing phased unlockdowns in countries that are still experiencing hundreds of deaths per day.Millennie Al wrote: Thu Apr 30, 2020 3:31 amThe big goal is not to keep R less than one, it's to get R as low as practical and keep it there until the disease is eradicated. This can be by lockdown or other means. Keeping R less than one is no more than keeping the barest minimum of control over the disease. Any value of R >= 1 means the same number of people get infected - the value only changes how fast this happens.
It's atrocious journalism but it looks like it was Calum Semple, the chief investigator on the trial, who came up with comparison...headshot wrote: Thu Apr 30, 2020 10:50 am I read that this morning and thought WTF?
They’re comparing deaths in hospitalised cases for COVID-19 with the death rate in the general population for Ebola. Bonkers!
The death rate for all cases for Ebola is 25-90%, but for COVID-19 it’s 0.5-1%.
What the f.ck are they talking about?
Sure, if you are serious enough to be hospitalised (thus probably with co-morbidities etc), your chances of survival are on par with anyone getting Ebola (regardless of health before). But that’s apples and oranges.
There's data in this github https://github.com/tomwhite/covid-19-uk-data and there are also various python scripts for getting it out of the csv files.raven wrote: Thu Apr 30, 2020 1:04 pm Looking at those graphs reminds me...
Are there graphs of cases or deaths by local region - say by county - for the UK anywhere? I can see the current numbers on the government dashboard but not previous numbers, and nothing came up on a very quick google search. Surely someone is graphing them somewhere.
Indeed. The exponential is only a very simple model. It's actually a logistic, which is very similar when the growth has not reached much of the population. Except, it's not even that, because people die and more get born, so the population is gradually renewed with newly vulnerable individuals. Except, it's not even that, because natural selection means the population's susceptibility gradually changes over time. And then there's the question of how long immunity lasts after you have had it.shpalman wrote: Thu Apr 30, 2020 8:43 am But neither can it actually go to infinity in the real world of course; for R_0 > 1 the fraction of the population which gets infected* is something like 1-1/R_0, so even there there's a difference between R_0 slightly more than 1 and R_0 a lot bigger than 1.
Those latter effects aren't strongly relevant in the case of a pandemic which has gone on for less than half a year so far. It's not even particularly logistic yet, since a substantial fraction of the population remains susceptible in all but the hottest of hot spots, unless you let the maximum value be a free parameter. Lots of people did try fitting logistic curves when the first few days of slowed infection rates came through after the lockdown, but that was the effect of the lockdown lengthening the exponential doubling time, and it only gave the misleading impression that it would saturate on its own. A few days later it was always clear that it was still an exponential growth.Millennie Al wrote: Fri May 01, 2020 12:56 amIndeed. The exponential is only a very simple model. It's actually a logistic, which is very similar when the growth has not reached much of the population. Except, it's not even that, because people die and more get born, so the population is gradually renewed with newly vulnerable individuals. Except, it's not even that, because natural selection means the population's susceptibility gradually changes over time. And then there's the question of how long immunity lasts after you have had it.shpalman wrote: Thu Apr 30, 2020 8:43 am But neither can it actually go to infinity in the real world of course; for R_0 > 1 the fraction of the population which gets infected* is something like 1-1/R_0, so even there there's a difference between R_0 slightly more than 1 and R_0 a lot bigger than 1.
Yes, this.Which is why I think it's best to have models which are so simple their defects are obvious than to have ones so complex the defects are hidden.