Search

The Online Encyclopedia and Dictionary

 
     
 

Encyclopedia

Dictionary

Quotes

 

Specificity

In binary testing, e.g. a medical diagnostic test for a certain disease, specificity is the proportion of true negatives of all the negative samples tested, that is

{\rm specificity}=\frac{\rm number\ of\ true\ negatives}{{\rm number\ of\ true\ negatives}+{\rm number\ of\ false\ positives}}

In Information Retrieval, specificity is called precision.

For a test to determine who has a certain disease, a specificity of 100% means that all people labeled as sick are actually sick.

Specificity alone does not tell us all about the test, because a 100% specificity can be trivially achieved by labeling all test cases negative. Therefore, we also need to know the sensitivity of the test.

F-measure can be used as a single measure of performance of the test. The F-measure is the geometric mean of sensitivity and specificity:

F = 2 * precision * recall / (precision + recall).

A test with a high specificity has a low Type I error.

Sensitivity is not the same as the positive predictive value defined as

\frac{\rm number\ of\ true\ positives}{{\rm number\ of\ true\ positives}+{\rm number\ of\ false\ positives}}

which is as much a statement about the proportion of actual positives in the population being tested as it is about the test.

See Also

External link

The contents of this article are licensed from Wikipedia.org under the GNU Free Documentation License. How to see transparent copy