Difference between revisions of "Gaussian (normal) distribution"
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| − | :'''Gaussian (normal) distribution''' is a unimodal symmetrical (bell-shaped) distribution where the most prevalent value is the mean (average) and the spread is measured by the standard deviation. Mathematically, the distribution varies from minus infinity with zero probability to plus infinity with zero probability. | + | :'''Gaussian (normal) distribution''' is a unimodal symmetrical (bell-shaped) distribution where the most prevalent value is the mean (average) and the spread is measured by the standard deviation. Mathematically, the distribution varies from minus infinity with zero probability to plus infinity with zero probability.<ref name="WHO report">[http://www.who.int/ipcs/methods/harmonization/draft_document_for_comment.pdf WHO Report]</ref> |
<section end=glossary /> | <section end=glossary /> | ||
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| + | ==References== | ||
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| + | <references/> | ||
[[Category:Glossary term]] | [[Category:Glossary term]] | ||
Latest revision as of 14:17, 17 August 2009
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<section begin=glossary />
- Gaussian (normal) distribution is a unimodal symmetrical (bell-shaped) distribution where the most prevalent value is the mean (average) and the spread is measured by the standard deviation. Mathematically, the distribution varies from minus infinity with zero probability to plus infinity with zero probability.[1]
<section end=glossary />
