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        <rdfs:label>odds</rdfs:label>
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        <ns2:IAO_0000115>odds correspond to a ratio in which the numerator represents the probability that an event will occur and the denominator represents the probability that an event will not occur.

&#39;Odds&#39; and &#39;Odds ratio&#39; are different terms. &#39;Odds&#39; is a ratio of probabilities. &#39;Odds ratio&#39; is a ratio of two different odds.

Odds are calculated as p / (1-p) where p is the probability of event occurrence.  When p = 0, the odds = 0. When p = 1, the odds may be expressed as not calculable or as &quot;odds against = 0&quot;.

Odds may be expressed as p:(1-p). Odds may be expressed as p:q where q = 1-p. Odds may be expressed as a:b where a and b are multiples of p and (1-p). Examples of different expressions of the same odds include 3:2, 3/2, 0.6:0.4, 0.6/0.4, and 1.5.

Odds may be expressed as &quot;odds for&quot; or &quot;odds in favor&quot; (e.g. 1:5 for a &quot;3&quot; on a 6-sided die) or &quot;odds against&quot; (e.g. 5:1 against a &quot;3&quot; on a 6-sided die).

The term &quot;betting odds&quot; used in gambling that involves financial amounts in the formulation is not an &quot;Odds&quot; in the definition of the Scientific Evidence Code System.</ns2:IAO_0000115>
        <ns2:IAO_0000117>Brian S. Alper, Harold Lehmann, Joanne Dehnbostel, Khalid Shahin, Kenneth Wilkins, Muhammad Afzal</ns2:IAO_0000117>
        <ns2:IAO_0000116>Expert Working Group Agreement: 2022-03-22 vote 5-0 by Muhammad Afzal, Jesus Lopez-Alcalde, Philippe Rocca-Serra, Mario Tristan, Robin Ann Yurk</ns2:IAO_0000116>
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