Fit a Cox model containing mixed (random and fixed) effects. Assume a Gaussian distribution for the random effects.
coxme(formula, data, weights, subset, na.action, init, control,ties = c("efron","breslow"),varlist, vfixed, vinit, x =FALSE, y =TRUE,refine.n =0, random, fixed, variance,...)
Arguments
formula: a two-sided formula with a survival object as the left hand side of a ~ operator and the fixed and random effects on the right.
data: an optional data frame containing the variables named in the formula.
subset, weights, na.action: further model specifications arguments as in lm; see there for details.
init: optional initial values for the fixed effects.
control: optional list of control options. See coxme.control for details.
ties: method for handling exact ties in the survival time.
varlist: the variance family to be used for each random term. If there are multiple terms it will be a list of variance functions. The default is coxmeFull. Alternatively it can be a list of matrices, in which case the coxmeMlist function is used.
vfixed: optional named list or vector used to fix the value of one or more of the variance terms at a constant.
vinit: optional named list or vector giving suggested starting values for the variance.
x: if TRUE the X matrix (fixed effects) is included in the output object
y: if TRUE the y variable (survival time) is included in the output object
refine.n: number of samples to be used in a monte-carlo estimate of possible error in the log-likelihood of the fitted model due to inadequacy of the Laplace approximation.
fixed, random, variance: In the preliminary version of coxme
the fixed and random effects were separate arguments. These arguments are included for backwards compatability, but are depreciated. The variance argument is a depreciated alias for vfixed.
...: any other arguments are passed forward to coxme.control.
Returns
An object of class coxme.
References
S Ripatti and J Palmgren, Estimation of multivariate frailty models using penalized partial likelihood, Biometrics, 56:1016-1022, 2000.
T Therneau, P Grambsch and VS Pankratz, Penalized survival models and frailty, J Computational and Graphical Statistics, 12:156-175, 2003.