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        <rdfs:label xml:lang="en">hazard rate</rdfs:label>
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        <ns2:IAO_0000115 xml:lang="en">A conditional instantaneous rate in which the numerator represents an incidence conditioned on survival to a specified time, and the denominator represents a time interval with a duration approaching zero.</ns2:IAO_0000115>
        <ns2:IAO_0000117 xml:lang="en">Harold Lehmann, Kenneth Wilkins, Joanne Dehnbostel, Brian S. Alper</ns2:IAO_0000117>
        <ns2:IAO_0000116 xml:lang="en">In the definition of Hazard Rate, the term &quot;survival&quot; is not literally about life and death but is used to represent existence without experiencing the event. &quot;Hazard&quot; as a statistical term is not specific to &quot;bad&quot; or &quot;dangerous&quot; events.
A hazard rate is expressed as a unitless numerator per unit of time, occurring at a specified time, and conditioned on survival to that time. 
A hazard rate is mathematically the negative derivative of the log of the survival function. The survival function is the probability of surviving past a specified point in time, expressed as Pr{ T &gt;= t }. 
A hazard rate is also mathematically defined as lim(dt -&gt; 0) [ Pr{ ( t &lt;= T &lt; t + dt ) | ( T &gt;= t ) } / dt ]</ns2:IAO_0000116>
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        <ns2:IAO_0000118 xml:lang="en">hazard function</ns2:IAO_0000118>
        <ns2:IAO_0000118 xml:lang="en">instantaneous hazard rate</ns2:IAO_0000118>
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        <rdfs:label xml:lang="en">ready for release</rdfs:label>
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