Wednesday EBDM Flashcards
(33 cards)
Probability of disease is close to zero: test or treat?
Neither
What are diagnostic tests used for?
- establish a diagnosis in sick patient
- screen for disease in healthy patient
- provide prognosis
- monitor ongoing therapy
- the results are usually dichotomous
Probability of disease is moderate: test or treat?
test first
Probability of disease is closer to 100%? Test or treat?
treat first
What are two basic features of test?
- reliability and precision
- accuracy
What is accuracy?
- ability to hit the target
- truth
What is precision?
repeatability
How will you know if you are accurate/close to truth?
gold standard test
A sick person that is correctly diagnosed as sick?
true positive
A healthy person wrongly identified as sick?
false positive
A healthy person correctly identified as healthy?
true negative
A sick person wrongly identified as healthy?
false negative
P( A | B )
probability of A given that B is true
P ( Julie’s pregnancy test is + | Julie is pregnant )
TP, FP, TN, FN?
True positive
(probability that the test is positive if she really is pregnant
P ( Julie’s pregnancy test is - | Julie is pregnant )
TP, FP, TN, FN?
FN
P ( Julie’s pregnancy test is + | Julie is not pregnant )
TP, FP, TN, FN?
FP
P ( Julie’s pregnancy test is - | Julie is not pregnant )
TP, FP, TN, FN?
TN
Why should Diagnostic tests must be compared to Gold Standard tests?
- they define disease
however, they are often time consuming, dangerous, painful, costly
A gold standard test should…
be 100% sensitive and 100% specific
If a test is very sensitive (99%), what does this mean about how many FN are present?
very few FN
very seNsitive tests have very few false Negatives
N for negative
Sensitivity
probability that a test will be positive if a disease is really there
P ( T+ | D+)
sensitivity = number of TPs / (number of TPs + FNs)
SnOut
very Sensitive tests are used to rule Out disease
(100% sensitivity means that the test correctly recognizes all sick people, and correctly rules out disease in 100% of people who do not have it, zero FNs)
If you have a very specific test, what does this say about FP?
very specific test has very few FP
Specificity
- probability that test will be negative when there is no disease
- very good at picking out negatives
P( T- | D- ) - can only be calculated initially in samples of individuals who do not have the disease
- very sPecific tests have very few false Positives
- highly specific tests to rule in disease SpIn (specificity = ruled in)