Sensitivity and specificity
(Redirected from Sensitivity (test))
Sensitivity and Specificity[edit | edit source]
Sensitivity and specificity are fundamental metrics in evaluating the efficacy of diagnostic tests and screening tests. In the domain of binary classification, these metrics offer insights into a test's precision and trustworthiness by quantifying its capacity to accurately discern true positive and true negative outcomes.
Definitions[edit | edit source]
For a more lucid comprehension of these terms, here are the respective definitions:
- True Positive (TP): Cases rightly identified as positive (i.e., having the condition).
- True Negative (TN): Cases accurately categorized as negative (i.e., devoid of the condition).
- False Positive (FP): Cases erroneously flagged as positive (i.e., while they don't have the condition, they are diagnosed as having it).
- False Negative (FN): Cases misidentified as negative (i.e., even though they possess the condition, they are diagnosed as not having it).
Calculating Sensitivity and Specificity[edit | edit source]
- Sensitivity, often referred to as the true positive rate, is derived from the following formula:
- Sensitivity = TP / (TP + FN)
Sensitivity essentially evaluates a test's competency in precisely pinpointing individuals afflicted with the condition.
- Specificity, alternatively known as the true negative rate, employs the succeeding equation:
- Specificity = TN / (TN + FP)
Specificity gauges a test's adeptness in accurately isolating individuals free from the condition.
Evaluating Diagnostic and Screening Tests[edit | edit source]
For a diagnostic test or screening test to be deemed effective, it ideally should manifest elevated sensitivity and specificity levels. Nonetheless, striking a balance between these metrics can sometimes be challenging. It becomes imperative to consider the clinical landscape and the repercussions arising from false positives and false negatives when assessing a test's caliber.
See Also[edit | edit source]
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