Relevant stats:<p>>The algorithms predicted a clinical diagnosis of ASD with high specificity, sensitivity and positive predictive value, exceeding 95 percent at some ages.<p>More about the metrics you care about[1]<p>Edit: Many people in this thread are talking about bayesian stats that it appears they don't full appreciate or understand. They're saying that 95% statistical accuracy is commendable. 95% sensitivity and 95% specificity aren't good enough to use in broad tests. Why? Autism has a 1/68 likely hood[2]. Meaning if you had a sample of 100 general-population people, tested them with this test, the likely hood of someone who tests positive for the test is actually positive (positive predictive value) is a measly ~20% (that is Probability that you have the condition given you test positive). Play around with these more at the following app:
<a href="https://kennis-research.shinyapps.io/Bayes-App/" rel="nofollow">https://kennis-research.shinyapps.io/Bayes-App/</a><p>[1]<a href="https://en.wikipedia.org/wiki/Sensitivity_and_specificity" rel="nofollow">https://en.wikipedia.org/wiki/Sensitivity_and_specificity</a>
[2]<a href="https://www.autism-society.org/what-is/facts-and-statistics/" rel="nofollow">https://www.autism-society.org/what-is/facts-and-statistics/</a>