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Reassessing the value of short-term mortality in sepsis: Comparing conventional approaches to modeling

 

作者: Gilles,   Clermont Derek,   Angus Kenneth,   Kalassian Walter,   Linde-Zwirble Nagarajan,   Ramakrishnan Peter,   Linden Michael,  

 

期刊: Critical Care Medicine  (OVID Available online 2003)
卷期: Volume 31, issue 11  

页码: 2627-2633

 

ISSN:0090-3493

 

年代: 2003

 

出版商: OVID

 

关键词: sepsis syndrome;survival;mortality;endpoint determination;treatment outcomes;models–statistical

 

数据来源: OVID

 

摘要:

ObjectiveClinical trials of therapies for sepsis have been mostly unsuccessful in impacting mortality. This may be partly due to the use of insensitive mortality end points. We explored whether modeling survival was more sensitive than traditional end points in detecting mortality differences in cohorts of patients with sepsis.DesignPatients were stratified into sevena prioridefined paired subgroups that reflected high and low mortality risk according to known clinical risk factors. We fitted an exponential survival model to the high- and low-risk cohort of each subgroup, providing estimates of the rate of dying, long-term survival, and excess day 1 mortality. Mortality in the high- and low-risk cohorts in each subgroup was compared using model parameters, fixed-point mortality, and Kaplan-Meier survival analysis.SettingEight intensive care units within a university teaching institution.PatientsOne hundred thirty patients with severe sepsis or suspected Gram-negative bacteremia.InterventionsNone.Measurements and Main ResultsOverall mortality of the cohort was 58.5% at 28 days. The survival of the entire cohort was well described by an exponential model (r2= .99). Modeling identified differences in high- and low-risk cohorts in five of the seven paired subgroups, while conventional end-points only detected differences in 2.ConclusionsModeling survival was more sensitive than conventional end-points in identifying survival differences between high- and low-risk subgroups. We encourage further evaluation of modeling in the search for more sensitive mortality end points.

 

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