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Posterior Distribution
A specially type of distribution that specifies how likely different potential values of a parameter are given the sampling strategy, data, & estimate that was collected.
Interval Estimate
The range of numbers from the entire middle 96% of the posterior probability distribution.
Bias
Any systematic manner in which the data that has been collected has fundamental problems that will prevent the statistical methods from producing a correct estimate.
Measurement Bias
Any bias in the data due to problems in the measurement process.
Sample Bias
Any bias in the data due to problems in the representativeness of a sample.
Causal Bias
Any bias in the data due to differences between the controls & the observations in the treatment group.
Estimate’s Precision
How narrow an interval estimate can be created based on the collected data.
2 factors affect precision
Amount of data that has been collected
Standard deviation of the observation
Evidence-Based Testing
A form of statistical testing that begins with evidence in the form of data, uses a likelihood function for a parameter, & subsequently evaluates hypotheses by comparing them to the likelihood function.
Hypothesis-Based Testing
A form of statistical testing that begins with a hypothesis, creates a probability distribution based on that hypothesis & the estimation error, & subsequently evaluates estimates from data by comparing them to the probability distribution.
Null Model
Represents your expectations for what the data will be.
p-value
If the hypothesis is correct, the _________ is the probability of seeing something even further away from what was expected than the observed data.
When a p-value is large…
We say data is consistent with what we expected.
When a p-value is small…
We say the data is not consistent with what we expected.