The degree to which a test or method correctly identifies a condition, often measured as a percentage.Diagnostic accuracy is the degree to which a test or method correctly identifies a condition, typically expressed as a percentage. It is a fundamental measure in medicine and engineering, determining how reliable a diagnostic tool is at distinguishing between a true condition and its absence, or between different conditions. In practice, accuracy is not just a single number but a composite of sensitivity (correctly detecting the condition) and specificity (correctly ruling it out), and it is often reported alongside other metrics like positive and negative predictive values.
The formal concept of diagnostic accuracy emerged in the mid-20th century with the development of statistical decision theory, particularly through the work of Jacob Yerushalmy in the 1940s, who introduced the terms 'sensitivity' and 'specificity' for evaluating diagnostic tests.
Diagnostic accuracy is evaluated by comparing a test's results against a reference standard, or 'gold standard,' that is known to be correct. For a binary condition, the outcomes are classified as true positives, true negatives, false positives, and false negatives. Accuracy is then calculated as the sum of true positives and true negatives divided by the total number of cases. However, accuracy alone can be misleading when the condition is rare, so it is often supplemented with metrics like sensitivity, specificity, and the area under the receiver operating characteristic (ROC) curve.
It is used to validate medical tests, such as imaging for breast cancer or blood biomarkers for Alzheimer's disease, and to assess the performance of sensors and detection systems in engineering.
A test with 99% accuracy can still be wrong more than half the time when screening for a condition that affects only 1% of the population, due to the base rate fallacy.



