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比较两种人群的风险因素影响:以分析第一和第二肾移植受者为例的两种替代方法。

Comparison of the risk factors effects between two populations: two alternative approaches illustrated by the analysis of first and second kidney transplant recipients.

机构信息

Department of Biostatistics EA 4275, Clinical Research and Subjective Measures in Health Sciences, University of Nantes, 1 rue Gaston Veil, Nantes 44035, France.

出版信息

BMC Med Res Methodol. 2013 Aug 6;13:102. doi: 10.1186/1471-2288-13-102.

DOI:10.1186/1471-2288-13-102
PMID:23915191
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC3750352/
Abstract

BACKGROUND

Whereas the prognosis of second kidney transplant recipients (STR) compared to the first ones has been frequently analyzed, no study has addressed the issue of comparing the risk factor effects on graft failure between both groups.

METHODS

Here, we propose two alternative strategies to study the heterogeneity of risk factors between two groups of patients: (i) a multiplicative-regression model for relative survival (MRS) and (ii) a stratified Cox model (SCM) specifying the graft rank as strata and assuming subvectors of the explicatives variables. These developments were motivated by the analysis of factors associated with time to graft failure (return-to-dialysis or patient death) in second kidney transplant recipients (STR) compared to the first ones. Estimation of the parameters was based on partial likelihood maximization. Monte-Carlo simulations associated with bootstrap re-sampling was performed to calculate the standard deviations for the MRS.

RESULTS

We demonstrate, for the first time in renal transplantation, that: (i) male donor gender is a specific risk factor for STR, (ii) the adverse effect of recipient age is enhanced for STR and (iii) the graft failure risk related to donor age is attenuated for STR.

CONCLUSION

While the traditional Cox model did not provide original results based on the renal transplantation literature, the proposed relative and stratified models revealed new findings that are useful for clinicians. These methodologies may be of interest in other medical fields when the principal objective is the comparison of risk factors between two populations.

摘要

背景

虽然已经经常分析第二次肾移植受者(STR)与第一次肾移植受者相比的预后,但尚无研究解决比较两组之间移植失败风险因素影响的问题。

方法

在这里,我们提出了两种用于研究两组患者风险因素异质性的替代策略:(i)用于相对生存的乘法回归模型(MRS)和(ii)分层 Cox 模型(SCM),指定移植物等级作为分层,并假设解释变量的子向量。这些发展是基于对与第二次肾移植受者(STR)相比的移植失败时间(返回透析或患者死亡)相关因素的分析而提出的。参数的估计基于部分似然最大化。进行了蒙特卡罗模拟和引导重采样,以计算 MRS 的标准偏差。

结果

我们首次在肾移植中证明:(i)男性供体性别是 STR 的特定风险因素,(ii)受体年龄的不利影响在 STR 中增强,(iii)与供体年龄相关的移植物失败风险在 STR 中减弱。

结论

虽然传统的 Cox 模型没有根据肾脏移植文献提供原始结果,但提出的相对和分层模型揭示了新的发现,对临床医生很有用。当主要目标是比较两个群体之间的风险因素时,这些方法可能在其他医学领域中很有意义。

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本文引用的文献

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PLoS One. 2012;7(10):e47915. doi: 10.1371/journal.pone.0047915. Epub 2012 Oct 23.
2
Partitioning of excess mortality in population-based cancer patient survival studies using flexible parametric survival models.基于人群的癌症患者生存研究中利用灵活参数生存模型划分超额死亡率。
BMC Med Res Methodol. 2012 Jun 24;12:86. doi: 10.1186/1471-2288-12-86.
3
On estimation in relative survival.关于相对生存的估计
Biometrics. 2012 Mar;68(1):113-20. doi: 10.1111/j.1541-0420.2011.01640.x. Epub 2011 Jun 20.
4
Predictability of survival models for waiting list and transplant patients: calculating LYFT.等待名单患者和移植患者生存模型的可预测性:计算LYFT
Am J Transplant. 2009 Jul;9(7):1523-7. doi: 10.1111/j.1600-6143.2009.02708.x.
5
Long-term kidney regraft survival from deceased donors: risk factors and outcomes in a single center.来自已故供体的长期肾移植存活情况:单中心的危险因素及结果
Transplantation. 2008 Oct 27;86(8):1084-9. doi: 10.1097/TP.0b013e318187ba5c.
6
Factors influencing second renal allograft survival: a single center experience in China.影响第二次肾移植存活的因素:中国单中心经验
Transpl Immunol. 2009 Jan;20(3):150-4. doi: 10.1016/j.trim.2008.09.010. Epub 2008 Oct 10.
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An approach to estimation in relative survival regression.相对生存回归中的估计方法。
Biostatistics. 2009 Jan;10(1):136-46. doi: 10.1093/biostatistics/kxn021. Epub 2008 Jul 3.
8
Repeat organ transplantation in the United States, 1996-2005.1996 - 2005年美国的重复器官移植
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Transplantation. 2006 Sep 15;82(5):669-74. doi: 10.1097/01.tp.0000235434.13327.11.
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Regression models for relative survival.相对生存的回归模型。
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