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That sentence will have triggered a “caution” response in numerate readers, and a howl of derision from anyone who has travelled in a crowded train.
there is no scientific justification for relaxing social distancing or quarantine rules when R decreases: doing so merely allows it to increase again.
Why doubly unfortunate? Because some years ago I proposed a risk index R as a means of communicating risk to the public,
The logarithmic scale is actually familiar to the public and consistent with our intuitive appreciation of risk. Winds of Beaufort force below 4 are of no consequence. Force 5 is inconvenient, 6 is mildly hazardous and 10 is
Quote from: alancalverd on Today at 15:46:07That sentence will have triggered a “caution” response in numerate readers, and a howl of derision from anyone who has travelled in a crowded train.I suspect that just generated a sigh from any passing epidemiologists.
It shouldn't have - it's their definition!
My whole point is that your decision whether to go to work on a bus
there isn't an "R" for a man on a train.
There may be an "R" for "men on trains".
But the government's decision to, for example, only allow people onto busses if they have masks, is dependent on the R.
The problem is that idiot politicians...
Quote from: Bored chemist on 03/08/2020 18:48:32But the government's decision to, for example, only allow people onto busses if they have masks, is dependent on the R.I think you (or more likely the government) are confusing cause and effect. Wearing masks alters R.
The decision of an individual to get on a bus should be driven by Я, a measure of the risk to the individual of that particular activity.