1/28
Looks like no tags are added yet.
Name | Mastery | Learn | Test | Matching | Spaced | Call with Kai | Chat |
|---|
No analytics yet
Send a link to your students to track their progress
Random error
unpredictable error that occurs from sampling and measurement errors
reliable, precise
studies with little random error are: (2)
Systemic error
AKA bias; results in mistaken estimate of an exposure’s effect on the risk of disease, stems from the METHODS of the study
Internal validity
The results are true for the population of study subjects
External validity
AKA generalizability - findings from the study can be applied to a broader population than the one used for the study
Information bias, confounding variables, selection bias
Main types of systemic error (3):
Information bias
Arises from imperfect sensitivity or specificity of the test used to measure the exposure or outcome
Sensitivity
Ability of the test to correctly identify people with disease
Specificity
Ability of a test to correctly identify people without the disease
Imperfect sensitivity
When a test incorrectly identifies someone with the disease as not having one; false negative
Imperfect specificity
When a test incorrectly identifies someone without the disease as having the disease (false positive)
Confounding variable
observed effect of the exposure is mixed or confounded with the effect of an extraneous factor that is an intermediate step between the exposure and disease nor a consequence of the disease
Adjusted rate ratio
Used to account for confounding variables by forcing the distribution of the confounding variable to be the same in the exposed and non-exposed groups
Selection bias
results from the way people are selected or select themselves for participation or retention in a study; the process of selection produced a sample that is not representative of the population
additive, multiplicative
Risk factors can interact in these ways: (2)
Additive interaction
When the combined effect of two or more risk factors on a disease is the sum of their separate effects; assessed through risk difference
Multiplicative interaction
When the combined effect of two or more risk factors on a disease is the product of their separate effects; assessed through risk ratio
Interaction
The effect of one risk factor changes depending on the value of the second risk factor (e.g. the effect of aspirin on stroke changes based on whether the patient is a male or female).
Type 1 error
a statistical error in which we conclude that the outcomes are different (reject null hypothesis) when in reality they are NOT different
alpha
probability of type 1 error
Type 2 error
statistical error in which we conclude that the outcomes are not different (accept null hypothesis) when in reality they are different
beta
probability of type 2 error
p value
calculates the probability that the null hypothesis is true
Statistical power
the probability of concluding that there is a difference when one does exist; equal to 1-beta
1-beta
Statistical power is equal to
Central limit theorem
states that when you take a sufficiently large sample size from a population, the distribution of the sample means will be normally distributed around the population mean
Magnitude of true difference, sample size, alpha value
Statistical power depends on: (3)
Validity
ACCURACY; how well did the test measure what we wanted it to?
Reliability
CONSISTENCY; are the results reproduceable if the experiment is repeated?