Evidence 1 & 2 Flashcards
likelihood ratios
probability that you’d see some evidence if your hypothesis were true/probability that you’d see the exact same evidence if your hypothesis were false
A number representing the diagnostic usefulness of a test
likelihood ratio
LR = 1
is useless
doesn’t help you differentiate
LR > 1
increases probability (the higher the better)
LR < 1
decreases probability (the lower the better)
LR +
means the finding was present, not that it necessarily increases the probability
LR -
means that the finding was absent, not that it’s a negative number and not necessarily that it decreases the probability
Does an LR- decrease the probability?
NO
beware of double-counting evidence
can inflate LRs or deflate
when choosing between multiple LR options, which one do you choose?
the one that provides the best evidence
in patients who have the disease, the probability that the test will be positive
sensitivity
in patients who don’t have the disease, the
the probability that your test will be negative
specificity
the probability that you would see certain evidence if your hypothesis were true
sensitivity
the complement of the probability that you would see the same evidence if your hypothesis were false
specificity
Calculating LR
sensitivity/specificity
An LR- (finding is absent) can be calculated similarly:
1 – sensitivity/specificity
is the change of the application of LR linear?
No, an LR of 10 is better than an LR of 5, but it doesn’t increase the probability by twice as much
the more extreme your initial probability (the closer to 0 or 100), the _______ it should be to change your mind
harder
pre-test probability can be based on the ________ of a disease in a population
prevalence
Is it reasonable to assume that there’s a low probability that your patient has a rare disease?
yes
50% certainty is as uncertain as you can get; any lower and you’re more certain the condition is…
not present
no amount of evidence can take you to which percent?
0 or 100
which of the following would have the greatest increase in probability?
a. an LR of 5 starting with a probability of 5%
b. an LR of 5 starting with a probability of 50%
c. an LR of 5 starting with a probability of 95%
B
the more extreme the initial probability, the less it will change in light of evidence
why is it useful clinically to be familiar with LR’s
clinician is able to prioritize information-gathering and help clinicians behave more expertly