Non coding fundamentals Flashcards
Frequentist probability
An interpretation of probability as describing how often a particular outcome would occur in an experiment if that experiment were repeated over and over.
Bayesian probability
An interpretation of probability as describing how likely an observer expects a particular outcome to be in the future, based on previous experience and expert knowledge.
Prior probability
Also called the prior, the probability based on previous experiences, according to the Bayesian approach
Randomness
An apparent lack of pattern predictability in events
Random sampling
The process of sampling a subset of subjects at random, such that the sample is reflective of the greater population
Selection bias
Systematic differences between the sample and the population
Normal distribution (Gaussian)
A probability distribution in which most values cluster in the center of the range, with the rest tapering off symmetrically to the left and right.
Bernoulli distribution
A probability distribution that counts the number of successes when an event with two or more distinct possible outcomes is repeated many times
Gamma distribution
A probability distribution that represents the time until an event, when the event starts out unlikely, becomes more likely and then becomes less likely again
Conditional distribution
A distribution that indicates the probability that a randomly selected item in a subpopulation has a given characteristic
Poisson distribution
A probability distribution that represents the number of times that a given event will occur during a given time interval.
central limit theorem
The proposition that the sampling distribution of the sample means of any variable will be normal if the sample size is large enough
Null hypothesis
Hypothesis that proposed that no statistically significant difference exists between two specified populationse
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Alternative hypothesis
Hypothesis that proposes that a statistically significant difference does exist between specified populations
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p-value
The probability of obserrving a sample statistic at leastt as extreme as the one that you have, assuming that the null hypothesis is true.
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