Open pwr22 opened 4 years ago
More precision is only needed at the extremes, near 0% and 100%.
Firstly, it may be worth seeing if there are updated risk models now.
Secondly, simply adding more precision to the output won't help:
I estimate a 16 year old patient sick with COVID-19 has a 100.000000000000000% chance of survival, a 2.7% likelihood of needing to go to hospital, a 0.0% risk of needing intensive care there and a 0.000000000000000% chance of death.
(A precision of {.15%}
)
It is a limitation of the model used, which produces a value of -0.000966549732359168 for a 16 year old (W|A). Obviously that doesn't make sense so it is stated as 'zero risk', which of course also isn't accurate.
Perhaps we could change the wording:
The risk model estimates a 16 year old patient sick with COVID-19 has a 100% chance of survival, a 2.7% likelihood of needing to go to hospital, a 0% risk of needing intensive care there and a 0% chance of death. These values should be used with caution due to the limits of the model used.
with the bold part only printed when there is a 0/100% figure.
Alternatively:
For a 16 year old patient sick with COVID-19 the risk model estimates a 2.7% likelihood of needing to go to hospital, and is unable to give a value for the risk of death or ICU admission.
The former is more consistent with non-zero/100 outputs, but I feel the latter might be better.
Thanks for taking a look at this @bertiebaggio :smile:. I like your second suggestion but maybe we could take it a step further and only report "useful" figures. So it would be something like
The risk model suggests a 16 year old patient sick with COVID-19 has around a 2.7% likelihood of needing to go to hospital.
This of course has the problem that some people will consider being told they have a 100% chance of survival to be useful.
Another option is converting figures into fuzzy human terms
The risk model suggests a 16 year old patient sick with COVID-19 has an extremely good chance of surviving, a low likelihood of needing hospital treatment and an extremely low risk of needing intensive care there.
I've been mulling over this for a while but then we need to decide what the boundaries are :thinking:.
Another way could be only to report the small figures. So not mentioning the "100% survival", but mentioning the "3x10^-4 chance of death".
This of course has the problem that some people will consider being told they have a 100% chance of survival to be useful.
I agree that is something people would want to know; but as far as I can tell it's not accurate- 0% death / 100% survival only exists as a limitation of the function for calculating risk. It is only reported as 0% because we take the max()
of 0 or the regression value, which for 16 year olds is a small negative value.
In those cases I would suggest wording along the lines of "risk of death is incalculable". However I would have thought with much more data now there would be another risk model, though I've yet to look.
Another way could be only to report the small figures. So not mentioning the "100% survival", but mentioning the "3x10^-4 chance of death".
Where do you get the value of 3x10^-4 ? For which age?
People are very confused by the 100% thing