Any environmental contamination will show up as a positive, particularly using the non-quantatative end-point method mentioned above. There's simple controls for that, but still....
Any environmental contamination will show up as a positive, particularly using the non-quantatative end-point method mentioned above. There's simple controls for that, but still....
Honestly we'd be better off having a widely available test that gives 50% false positives. Worst case, a bunch of people quarantine unnecessarily, but we at least catch all the infected. The alternative is what we have now: widespread community transmission with no end in sight.
Having more false positives than true positives only works if the people taking the test either don't understand statistics or don't know the test accuracy. I for one would probably ignore a positive result if I thought my chances of true positive were 0.001 and my chances of a false positive were 0.5.
How about we try this: when reporting "facts", how about we try noting that there is uncertainty involved? I know the average Joe and Jane public aren't intellectuals, and it is often how stupid people can be, but on the other hand I think it is also fair to say that we underestimate people.
I think we should at least consider trying this (noting uncertainty in reporting) - it's times like this where we need more ideas and more thinking, not less.
So, We lie to people and tell em they are infected. And then we are angry that FOX or the governor of WV are going to expose our scam?
What did I miss...
I'm assuming there's high false positive rate. If the test has even moderate false negative, then yes it's worse than useless.
(1) you are overwhelmingly unlikely to actually have the disease even if your test comes back positive but you don’t have obvious symptoms
(2) the pool of people testing positive is completely dominated by false positives. The fraction of people testing positive that will actually have the disease would be very small, so you lose the epidemiological benefit of the test (now you can’t actually track the disease well).
So — test is useless for people like you and me who don’t have symptoms or a strong prior probability of having covid BEFORE the test, because even a positive result is overwhelmingly more likely to be wrong, AND now the epidemiologists trying to actually track the disease are instead overwhelmed with false positives so the true signal disappears. It’s bad all around. You could imagine using this as a screening tool, but the false positive rate has to be small enough for that purpose as well (like, less than one percent).
In the context of a bona fide pandemic with a massive shortage of desperately needed testing, however, this would be a palatable improvement upon the status quo.
Let’s say there’s 100,000 people in the US with covid right now (like 10x the measured number)
FPR =0.5 TPR = 1
Disease rate = 1e5/3.3e8 = 3e-4
P(you have covid| test is positive) = 3e-4/(0.5(1-3e-4) + 3e-4) = 0.06%!!
This is less than useless. Now instead of tracking the disease you are completely overwhelmed with false positives and the result is exactly the same — everyone stay home.
A test needs to be materially more accurate than the odds of having the disease to be worth anything.
Classic thought experiment: if 0.0001% of the population has a disease and a test is 99% effective and you test positive, what are the odds you have the disease? Answer: 1%.
Complimentary thought experiment: if an expensive preventive drug was available in limited supply (for 0.1% of the population only) and the earlier you took it the more preventive it was should you give it blindly to as many positives as you can? Probably not because 99% of that would be going to waste. And you would run out of drugs to cover the actual sick. Only 10% of the sick would end up actually getting the drugs.
I make that mistake myself all the time, What helps me avoid it is this: you want a number that is a property of the test method alone, independent of case distributions. A ratio between misidentified positives and identified positives (or true positives) would depend on sample distribution.
I also have a hard time keeping these all straight: https://en.wikipedia.org/wiki/Sensitivity_and_specificity#Ap...
But the parent said 50% false positive, presumably with close to a 0% false negative would be VERY useful and save potentially millions of lives. We need enough tests yesterday or so to avoid a repeat of Italy and a 50% false positive rate (with a very low false negative rate) could help do that.
False positive rate is a confusing term; it means the % of tests that should be negative that report a false positive.
I think the term for what you're probably thinking of (% of positive results that are false positives) is the false discovery rate.
And yeah obviously we desperately need a decent test like three months ago.
That would mean that while you catch most cases of the virus, you’d also get a bunch of false positives. Flipping a coin as a hypothetical test would give false positives and negatives, or low specificity and low sensitivity.
A test with high sensitivity will have a low false positive rate.
A test with high specificity will have a low false negative.
So having a test with high sensitivity but low specificity will result in trust in the positives, but not trust in the negatives?
A sensitive test will catch many positive cases. It may or may not have false positives though, eg a test that’s always gives the right answer vs a test that always returns positive no matter what.
A specific test will give you few positive results when the true answer is negative. You could use it to rule something out. One test might say “patient has A or B condition”, and a second test with high specificity may then rule out A or B, leaving B or A, respectively, as the probable condition.
False negatives miss infected people and you fail to quarantine. False positives just mean you quarantine too many.
Shouldn't it just need to be better than 50/50?
>Classic thought experiment: if 0.0001% of the population has a disease and a test is 99% effective and you test positive, what are the odds you have the disease? Answer: 1%.
My odds still changed dramatically and the cost of a false positive is just me hanging out at home and not visiting my parents. I'm not getting a biopsy or taking expensive medicene.
[1] https://www.huffingtonpost.com.au/entry/act-like-you-have-co...
Is it possible that some of the positive cases of Corona are actually positive cases of Influenza?
https://en.wikipedia.org/wiki/File:Is_COVID-19_like_a_flu%3F...
Each bar is one week.
Flu has totally different speed of increase and the amount of people needing treatment and dying.
We know what is the cause of the increase, the scenario repeats in many countries across the world, it's not one isolated setup.
Source: Christian Drosten (he created the test) on the NDR Coronavirus Podcast
> Regarding your question about if we might accidentally test for flu or other, already existing corona virii:
> This was a topic of discussion in yesterday's talk [1] with Dr. Drosten, a virologist who played an important part in the development of the currently used PCR test. He said that there were extensive studies done with hundreds of samples from both flu patients and patients infected with other corona virii and none returned a positive result. The only other positive results were from corona virii that are special to certain animals (bats, some cows IIRC), but none of those are present in humans. So the accuracy of our current PCR test for SARS-CoV-2 seems to be extremely high.
Edit: realize now that it's the same person (Dr. Drosten) so same source, but different format (podcast vs transcript)
What if I have flu and that corona virus which do not affect humans. People will think I have COVID.
Edit:
The test developed was done against 75 people with various other diseases as listed below to find out the false positive rate. With the 75 samples (having listed diseases), the false positive rate was 0.
Clinical samples with known viruses Number of
samples tested in all three
assays
HCoV-HKU1 2
HCoV-OC43 5
HCoV-NL63 5
HCoV-229E 5
MERS-CoV 5
Influenza A (H1N1/09) 6
Influenza A (H3N2) 5
Influenza A(H5N1) 1
Influenza B 3
Rhinovirus/Enterovirus 3
Respiratory syncytial virus (A/B) 6
Parainfluenza 1 virus 3
Parainfluenza 2 virus 3
Parainfluenza 3 virus 3
Parainfluenza A or -B virus 5
Human metapneumovirus 3
Adenovirus 3
Human Bocavirus 3
Legionella spp. 3
Mycoplasma spp. 3 Total clinical samples 75
I hope we didn't any other major common virus, and also is 75 a big enough number to say that the false positive rate is definitely 0?By definition, you can't have the virus which doesn't affect humans. The virus that causes Covid-19 is called SARS-CoV-2:
https://en.wikipedia.org/wiki/Severe_acute_respiratory_syndr...
2 means it's only a second ever recognized such. The first caused the original SARS in 2002-2003.
"mkagenius" sadly simply reiterates false claim dressed up as a restatement of the question after completely ignoring the answer to which he responds.
SARS-CoV-2 is in the same family as SARSv1, MERS, a number of viruses that cause the common cold (229E, OC43, NL63), plus a number of bat viruses. But not influenza!
The test would cause a false positive for the most related ones, specifically SARSv1 and some bat viruses.