Classes 26-28 Screenings in Medicine Flashcards
True Positive (TP)
Test correctly reports a positive result in a patient that actually does have the disease
(Box A)
True Negative (TN)
Test correctly reports a negative result in a patient that actually does not have the disease
(Box D)
False Positive (FP)
Test incorrectly reports a positive result in a patient that actually does not have the disease
(Box B)
False Negative (FN)
Test incorrectly reports a negative result in a patient that actually does have the disease
(Box C)
Sensitivity
How well a test can detect presence of disease when in fact disease is present – Positivity-of-test in the diseased
Proportion of time that a TEST is positive in a patient that does have the disease
Sensitivity equation
Sensitivity = TP/(TP + FN) x 100% Sensitivity = TP/(all Diseased) x 100%
A highly sensitive test has:
A low false negative rate
Specificity
How well a test can detect absence of disease when in fact the disease is absent – Negativity-of-test in the healthy
Proportion of time that a TEST is negative in a patient that does not have the disease
Equation for Specificity
Specificity = TN/(TN + FP) x 100% Specificity = TN/(All not diseased) x 100%
A highly specific test has:
A low false positive rate
Positive Predictive Value (PPV)
How accurately a positive test predicts the presence of disease
Percentage of TP’s in patients with a positive test (correct prediction)
Also referred to a predictive value-positive (PVP)
Equation for PPV
PPV = TP/(TP + FP) x 100% PPV = TP/(All Positive Tests) x 100%
Negative Predictive Value (NPV)
How accurately a negative test predicts the absence of disease
Percentage of TN’s in patients with a negative test (correct prediction)
Also referred to as Predictive Value-Negative (PVN)
Equation for NPV
NPV = TN/(TN + FN) x 100% NPV = TN/(All Negative Tests) x 100%
Diagnostic Accuracy (DA) or Diagnostic Precision (DP)
Proportion of time that a patient is correctly identified as either having a disease or not having a disease with a positive or negative test, respectively
Calculation for DA (or DP)
= (TP/TN) / (TP + FP + FN + TN) x 100%
= (TP/TN) / (All patients) x 100%
Likelihood Ratio (LR)
Probability of a given test result (positive or negative) for a person with the disease / probability of the same test result (+ or -) for a person without the disease
Likelihood Ratio Positive (LR+)
Probability of a positive test in the presence of disease / probability of a positive test in the absence of disease
Equation for Likelihood Ratio Positive (LR+)
[(A/(A+C)) / (B/(B+C))]
Sensitivity/(1-Specificity)
Likelihood Ratio Negative (LR-)
Probability of a negative test in the presence of disease / Probability of a negative test in the absence of disease
Equation for Likelihood Ratio Negative (LR-)
[(C/(A+C)) / (D/(B+D))]
(1-Sensitivity) / Specificity
LR+ should be _____ to demonstrate the test is most beneficial.
> 10
LR- should be _____ to demonstrate the test is most beneficial
ROC (Receiver Operator Curves)
A more efficient way to show a relationship between sensitivity & specificity for tests with numerical (continuous) outcomes