This is documentation for Mathematica 8, which was
based on an earlier version of the Wolfram Language.
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# Censoring

 Censoring represents a censored event time t with censoring c. Censoring represents a vector of censored event times with censoring c. Censoring represents a vector of event times with corresponding censoring .
• The following censoring types c can be used in Censoring:
 0, None {t,t} no censoring 1, Right {t,∞} right-censoring -1,Left {-∞,t} left-censoring
Use with right-censored data in SurvivalDistribution:
Convert tables with censoring indicators to interval notation:
Use with right-censored data in SurvivalDistribution:
 Out[2]=
 Out[3]=

Convert tables with censoring indicators to interval notation:
 Out[2]=
 Scope   (6)
Convert a right-censored observation to interval notation:
Alternatively, use Right:
Work with left-censored observations:
Alternatively, use Left:
The observation is unchanged in the absence of censoring:
You can also specify no censoring as None:
Thread a single censoring indicator over a list of events:
Use a mix of censoring indicators:
Interval-censored observations are converted as well:
A dataset of length 2 is treated as a single interval-censored observation:
One right-censored observation results in:
If two observations were intended, use two indicators:
New in 8