Creates an object of class cgOneFactorDescriptiveTable
, with the
following slots:
contents
The table of descriptive summary statistics
for each group. See below for the data frame structure
of the table.
settings
A list of settings carried from the
cgOneFactorData
data
object. These are used
for the print.cgOneFactorDescriptiveTable
method,
invoked for example when display="print"
.
The data frame structure of the descriptive table in a contents
slot consists of row.names
that specify the group, and these columns:
n
The sample size of the group.
Min
The minimum value of the group.
25%ile
The 25th percentile of the group, estimated
with the quantile
function.
Median
The median value of the group.
75%ile
The 75th percentile of the group, estimated
with the quantile
function.
Max
The maximum value of the group.
Mean
The arithmetic mean value of the group.
StdDev
The standard deviation value of the group.
StdErr
The standard error value of the group.
If logscale=TRUE
, then two additional columns are added:
GeoMean
The geometric mean value of the group.
SEGeoMean
The estimated standard error associated
withthe geometric mean. This is calculated with the Delta Method,
and will particularly lose accuracy in its useful approximation once the standard
error in the log scale exceeds 0.50. A warning message is
issued when this occurs.
If censored data are present in the cgOneFactorData
object,
then two more columns are added:
ncensored
The number of censored / incomplete observations.
ncomplete
The number of complete observations.
These two ncensored
and ncomplete
quantities will add up
to n
above and be placed
adjacent to it.
The presence of censored observations will convert columns such as the
Min
and Max
to character values, with the appropriate ">"
and "<" symbols for right-censoring and left-censoring, respectively.
For censored data, Kaplan-Meier estimates are used for the quantiles, as
proposed by Gentleman and Crowley (1991). The survreg::survfit
conventions are followed for interpolation of these quantiles.
With enough censored data
observations in a group, certain quantiles may not be estimable. If
any censored observations are present, the mean, geometric mean,
and associated standard errors will not be
calculated. The <NA> character representation is used.