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---
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layout: definition
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mathjax: true
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author: "Joram Soch"
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affiliation: "BCCN Berlin"
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e_mail: "joram.soch@bccn-berlin.de"
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date: 2024-11-15 11:46:35
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title: "Sample"
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chapter: "General Theorems"
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section: "Probability theory"
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topic: "Random experiments"
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definition: "Statistical sample"
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sources:
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- authors: "Elliott, Graham"
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year: 2024
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title: "Sampling"
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in: "Understanding Statistics"
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pages: "retrieved on 2024-11-15"
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url: "https://econweb.ucsd.edu/~gelliott/Chapter5.html"
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def_id: "D210"
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shortcut: "samp"
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username: "JoramSoch"
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---
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**Definition:** Let $X$ be a [random variable](/D/rvar) or a set of [random variables](/D/rvar). Then, a sample, also "statistical sample", is a set of realizations of this random variable, obtained via [observation and measurement](/D/data) within [random experiments](/D/rexp):
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$$ \label{eq:samp}
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x = \left\lbrace x_1, \ldots, x_n \right\rbrace \; .
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$$
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The number of elements in a sample is called "[sample size](/D/samp-size)".

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