Usage
tabcox(x, time, delta, latex = FALSE, xlabels = NULL, decimals = 2, p.decimals = c(2, 3),
p.cuts = 0.01, p.lowerbound = 0.001, p.leading0 = TRUE, p.avoid1 = FALSE, n = TRUE,
events = TRUE, coef = "n")
Arguments
x
For single predictor, vector of values; for multiple predictors, data frame or matrix with one column per predictor. Categorical variables should be of class "factor."
time
Numeric values for time to event or censoring.
delta
Indicator variable where 1 = event observed, 0 = censored.
latex
If TRUE, object returned will be formatted for printing in LaTeX using xtable [3]; if FALSE, it will be formatted for copy-and-pasting from RStudio into a word processor.
xlabels
Optional character vector to label the x variables and their levels. If unspecified, the function uses generic labels.
decimals
Number of decimal places for the regression coefficients, standard errors, hazard ratios, and confidence intervals.
p.decimals
Number of decimal places for p-values. If a vector is provided rather than a single value, number of decimal places will depend on what range the p-value lies in. See p.cuts.
p.cuts
Cut-point(s) to control number of decimal places used for p-values. For example, by default p.cuts is 0.1 and p.decimals is c(2, 3). This means that p-values in the range [0.1, 1] will be printed to two decimal places, while p-values in the range [0, 0.1)
p.lowerbound
Controls cut-point at which p-values are no longer printed as their value, but rather
p.leading0
If TRUE, p-values are printed with 0 before decimal place; if FALSE, the leading 0 is omitted.
p.avoid1
If TRUE, p-values rounded to 1 are not printed as 1, but as >0.99 (or similarly depending on values for p.decimals and p.cuts).
n
If TRUE, the table returned will include a column for sample size.
events
If TRUE, the table returned will include a column for number of events observed (i.e. uncensored observations).
coef
If set to "x", function will standardize all variables in x that are continuous, providing standardized regression coefficients. Then, the interpretation of each hazard ratio is the hazard ratio associated with a one standard deviation increase in the pre