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治愈比例和平均对数生存时间作为肿瘤大小的函数。

Proportion cured and mean log survival time as functions of tumour size.

作者信息

Gamel J W, McLean I W, Rosenberg S H

机构信息

Department of Ophthalmology, University of Louisville, KY.

出版信息

Stat Med. 1990 Aug;9(8):999-1006. doi: 10.1002/sim.4780090814.

DOI:10.1002/sim.4780090814
PMID:2218200
Abstract

We obtained maximum likelihood estimates (MLEs) of the proportion cured pi c and mean log survival time mu t for a sample of 4355 patients with intraocular melanoma whose survival times subsequent to treatment were assumed to follow a log-normal distribution. Following stratification by tumour size, MLEs of pi c and mu t derived for each stratum correlate inversely with tumour size. We then expressed pi c and mu t as continuous functions of tumour size and calculated MLEs for the parameters of these functions from the entire sample. This investigation documents for ocular melanoma a significant relationship of tumour size to both cured fraction and mean log survival time.

摘要

我们对4355例眼内黑色素瘤患者的样本获得了治愈比例πc的最大似然估计值(MLEs)和平均对数生存时间μt,假定其治疗后的生存时间服从对数正态分布。按肿瘤大小分层后,为每个分层得出的πc和μt的MLEs与肿瘤大小呈负相关。然后,我们将πc和μt表示为肿瘤大小的连续函数,并从整个样本中计算这些函数参数的MLEs。这项研究证明,对于眼内黑色素瘤,肿瘤大小与治愈比例和平均对数生存时间均存在显著关系。

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Proportion cured and mean log survival time as functions of tumour size.治愈比例和平均对数生存时间作为肿瘤大小的函数。
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Br J Cancer. 1993 May;67(5):1071-5. doi: 10.1038/bjc.1993.196.
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