Blood levels of vitamin D have some of the strongest correlations to Covid outcomes. Here's a study from Boston University and Quest Diagnostics. Here's one from the University of Chicago. Here's one from the University of Birmingham (UK). Sample finding:
Nothing is wrong with me. You just proved my point, actually. Correlation does not prove causation. Just because they're linked, doesn't mean Vitamin D is at all related. You notice if you actually read that study, low Vitamin D levels were linked to obesity, being male, etc. Things we already know are associated with poorer outcomes. Also, one of those studies had labs from more than a year before.
I don't wanna spend anymore of my time on this because you clearly have your mind made up.
Correlation is not causation is a favorite quote of people who aren't data scientists telling us how to practice it because they don't want to believe something that is clear as day. For example it's warmer in the sun than in the shade is a correlation with a traceable causation.
If you make a comment like that, then you need to explain it with an analysis of the feature selection, sampling methods, confidence interval, and probability distributions.
Correlation IS causation in the absence of confounding dimensions of which the list provides enough variability to debunk that as an argument. These studies collectively omit the noise. You probably disagree with this too because you don't understand how to apply mathematical aggregation principles.
Https://hcqmeta.com
Actually the way they dealt with the p values is wrong, but otherwise it seems pretty good evidence that HCQ has some effect. It's misleading to say that it's 1 in 400 quadrillion or whatever they do because they're really calculating a probability for that specific outcome (which like any serial outcome would be just as "rare" as any other. A good example is what's the probability of flipping HHHHHHHHH with a fair coin? Just as likely as flipping HTHTTHTTH, but one seems way more "random" and more likely.)
WTF is wrong with you?
Blood levels of vitamin D have some of the strongest correlations to Covid outcomes. Here's a study from Boston University and Quest Diagnostics. Here's one from the University of Chicago. Here's one from the University of Birmingham (UK). Sample finding:
https://i.imgur.com/SccrKN4.png
Do you think you can just come here and spread disinfo in the laziest possible way? With evidence-free "debunking"? 😂
Nothing is wrong with me. You just proved my point, actually. Correlation does not prove causation. Just because they're linked, doesn't mean Vitamin D is at all related. You notice if you actually read that study, low Vitamin D levels were linked to obesity, being male, etc. Things we already know are associated with poorer outcomes. Also, one of those studies had labs from more than a year before.
I don't wanna spend anymore of my time on this because you clearly have your mind made up.
Correlation is not causation is a favorite quote of people who aren't data scientists telling us how to practice it because they don't want to believe something that is clear as day. For example it's warmer in the sun than in the shade is a correlation with a traceable causation.
If you make a comment like that, then you need to explain it with an analysis of the feature selection, sampling methods, confidence interval, and probability distributions.
Correlation IS causation in the absence of confounding dimensions of which the list provides enough variability to debunk that as an argument. These studies collectively omit the noise. You probably disagree with this too because you don't understand how to apply mathematical aggregation principles. Https://hcqmeta.com
Actually the way they dealt with the p values is wrong, but otherwise it seems pretty good evidence that HCQ has some effect. It's misleading to say that it's 1 in 400 quadrillion or whatever they do because they're really calculating a probability for that specific outcome (which like any serial outcome would be just as "rare" as any other. A good example is what's the probability of flipping HHHHHHHHH with a fair coin? Just as likely as flipping HTHTTHTTH, but one seems way more "random" and more likely.)