马尔可夫模型
马尔可夫链
计算机科学
协变量
比例危险模型
分段
马尔可夫过程
马尔可夫性质
同种类的
数学
统计
算法
机器学习
组合数学
数学分析
作者
Luís Meira‐Machado,Carmen Cadarso‐Suárez,Jacobo de Uña‐Álvarez
标识
DOI:10.1016/j.cmpb.2007.01.010
摘要
The aim of this paper is to present an R library, called tdc.msm, developed to analyze multi-state survival data. In this library, the time-dependent regression model and multi-state models are included as two possible approaches for such data. For the multi-state modelling five different models are considered, allowing the user to choose between Markov and semi-Markov property, as well as to use homogeneous or non-homogeneous models. Specifically, the following multi-state models in continuous time were implemented: Cox Markov model; Cox semi-Markov model; homogeneous Markov model; non-homogeneous piecewise model and non-parametric Markov model. This software can be used to fit multi-state models with one initial state (e.g., illness diagnosis), a finite number of intermediate states, representing, for example, a change of treatment, and one absorbing state corresponding to a terminal event of interest. Graphical output includes survival estimates, transition probabilities estimates and smooth log hazard for continuous covariates.
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