reda0.5.4 package

Recurrent Event Data Analysis

AIC-rateReg-method

Akaike Information Criterion (AIC)

as.character-Recur-method

Convert An Recur Object to A Character Vector

baseRate.rateReg-class

An S4 Class Representing Estimated Baseline Rate Function

baseRate

Estimated Baseline Rate Function

BIC-rateReg-method

Bayesian Information Criterion (BIC)

check_Recur

Checks for Recurrent Event Data

coef-rateReg-method

Estimated Coefficients of Covariates

confint-rateReg-method

Confidence Intervals for Covariate Coefficients

is.Recur

Is the xect from the Recur class?

mcf.formula-class

An S4 Class Representing Sample MCF

mcf.rateReg-class

An S4 Class Respresenting Estimated MCF from a Fitted Model

mcf

Mean Cumulative Function (MCF)

mcfDiff-class

An S4 Class Representing Sample MCF Difference

mcfDiff

Comparing Two-Sample MCFs

mcfDiff.test-class

An S4 Class Representing the Two-Sample Pseudo-Score Test Results

parametrize

Parametrizations of Covariates and Covariate Coefficients

plot-method

Plot Baseline Rate or Mean Cumulative Function (MCF)

rateReg-class

An S4 Class Representing a Fitted Model

rateReg

Recurrent Events Regression Based on Counts and Rate Function

Recur-class

An S4 Class Representing Formula Response for Recurrent Event Data

Recur-to

Recurrent Episodes

Recur

Formula Response for Recurrent Event Data

reda-package

Recurrent Event Data Analysis

show-method

Show an object.

simEvent-class

An S4 Class for Simulated Recurrent Event or Survival Times

simEvent

Simulated Survival times or Recurrent Events

summary-rateReg-method

Summarizing a Fitted Model

summary-Recur-method

Summarize an Recur object

summary.rateReg-class

An S4 Class Representing Summary of a Fitted Model

summary.Recur-class

An S4 Class for Summarized Recur Object

Survr-class

An S4 Class Representing Formula Response

Survr

Formula Response for Recurrent Event Data

Contains implementations of recurrent event data analysis routines including (1) survival and recurrent event data simulation from stochastic process point of view by the thinning method proposed by Lewis and Shedler (1979) <doi:10.1002/nav.3800260304> and the inversion method introduced in Cinlar (1975, ISBN:978-0486497976), (2) the mean cumulative function (MCF) estimation by the Nelson-Aalen estimator of the cumulative hazard rate function, (3) two-sample recurrent event responses comparison with the pseudo-score tests proposed by Lawless and Nadeau (1995) <doi:10.2307/1269617>, (4) gamma frailty model with spline rate function following Fu, et al. (2016) <doi:10.1080/10543406.2014.992524>.

  • Maintainer: Wenjie Wang
  • License: GPL (>= 3)
  • Last published: 2022-07-08