Difference between revisions of "Specificity And Sensitivity"
From Sean_Carver
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Similarly... | Similarly... | ||
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+ | * If the truth is positive, PROBABILITY(False Negative) + PROBABILITY(True Positive) = 1. | ||
* The '''Sensitivity''' is the Probability of a True Positive, assuming the truth is Positive. | * The '''Sensitivity''' is the Probability of a True Positive, assuming the truth is Positive. |
Revision as of 19:23, 1 August 2016
Specificity and Sensitivity
Medical journals often report the Specificity and Sensitivity of tests for things like HIV or the Zika virus. These measures describe the rates of Type I and Type II errors.
- Specificity, or sPecificity, concerns the rate of false Positives.
- Sensitivity or seNsitivity concerns the rate of false Negatives.
This is where it gets confusing...
- A false positive result means the truth is negative. So the test might have been a true negative instead of being a false positive, those events are disjoint, and if the truth is negative, the result can't be anything else.
- If the truth is negative, PROBABILITY(False Positive) + PROBABILITY(True Negative) = 1
- Knowing one probability you can find the other
- The Specificity is the Probability of a True Negative, assuming the truth is Negative.
Similarly...
- If the truth is positive, PROBABILITY(False Negative) + PROBABILITY(True Positive) = 1.
- The Sensitivity is the Probability of a True Positive, assuming the truth is Positive.