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Extension of CART using multiple splits under order restrictions

机译:在订单限制下使用多个拆分扩展CaRT

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摘要

CART was introduced by Breiman et al. (1984) as a classification tool. It divides the whole sample recursively in two subpopulations by finding the best possible split with respect to a optimisation criterion. This method, restricted up to date to binary splits, is extended in this paper for allowing also multiple splits. The main problem with this extension is related to the optimal number of splits and the location of the corresponding cutpoints. In order to reduce the computational effort and enhance parsimony, the reduced isotonic regression was used in order to solve this problem. The extended CART method was tested in a simulation study and was compared with the classical approach in an epidemiological study. In both studies the extended CART turned out to be a useful and reliable alternative.
机译:CART是由Breiman等人引入的。 (1984年)作为分类工具。通过找到关于最佳化标准的最佳分割,它将整个样本递归地分为两个子群体。本文将这种方法(仅限于最新的二进制拆分)扩展为允许同时进行多个拆分。此扩展的主要问题与最佳分割数和相应切点的位置有关。为了减少计算量并增强简约性,使用了减少的等渗回归来解决此问题。在模拟研究中测试了扩展的CART方法,并在流行病学研究中将其与经典方法进行了比较。在两项研究中,扩展的CART都是一种有用且可靠的替代方法。

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