basic concepts, notation, and summation

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19 Terms

1
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random variable

property that can take on at least two different values, which are associated w/ a set of probabilities

(e.g., intelligence, height, hair colour)

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constants

do not vary and are static values

3
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variables in psychology

indirect representations of phenomena/objects that are inferred, rather than directly calculated

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discrete variables

values that are of disjointed categories from one another

- ordered or unordered

(nominal or ordinal scale)

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continuous variables

numbers across the continuum of the number line

(interval or ratio scale)

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ordered categorical/pseudo-continuous (OC/PC) variables

discrete variables (ordinal) that are treated as continuous (interval or ratio) if values are ordered and have at least 5 categories

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distributions

how the values for a random variable distribute over the range of possible values

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empirical distributions

consists of real data

- associated with samples

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theoretical distributions

defined by mathematicians/statisticians and are abstract or idealized

- associated with populations

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census populations

refers to all individuals or objects of interest that a research aims to generalize about

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statistical populations

refers to entire set of possible outcomes on a variable of interest and their associated probabilities + frequencies

- abstract and mathematically defined

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sample

subset of values, scores, or measurements taken from a statistical population

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population parameters

single-value quantitative summaries that describe characteristics of a theoretical distribution

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sample statistics

single-value quantitative summaries that describe characteristics of an empirical distribution

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data analysis

process in which we simply summarize or describe an empirical distribution (sample)

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statistical inference

process of using sample statistics to estimate the values of population parameters

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notation

ways in which we represent aspects of data, such as variables and scores/measurements/values

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general case notation (i)

general index of scores used to reference ANY given score

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sample size (N)

number of values recorded for a random variable (participants in a study)