Statistical methods for regression modeling of global percentile outcome in neurological diseases
Statistical methods for regression modeling of global percentile outcome in neurological diseases
批准号:
9893039
负责人:
Ruosha Li
金额:
$8.37万
依托单位国家:
美国
项目类别:
财政年份:
2019
资助国家:
美国
项目状态:
已结题
起止时间:
2019-04-01 至 2022-03-31
关键词:
AddressAdoptedAffectClinicalClinical TrialsCollectionCommunitiesComplexComputer softwareDataDiseaseDisease ProgressionDropoutGoalsHealth PolicyImpairmentIndividualLeadLinkLongitudinal StudiesManualsMethodologyMethodsModelingNeurologicOutcomeOutcome MeasureParkinson DiseasePractice GuidelinesProceduresRank-Sum TestsResearchResearch PersonnelRiskRisk FactorsSamplingSeverity of illnessSigns and SymptomsSolidStatistical MethodsStrokeSymptomsTechniquesTestingTimeTime trendUnited States National Institutes of HealthUrsidae Familyassociated symptombaseburden of illnesscomparison groupdesignflexibilityfollow-upimprovedinsightinterestintervention effectlongitudinal analysisnervous system disorderneuroprotectionnovelopen sourcepatient subsetspreventprimary outcometooltreatment effecttrenduser friendly software
中文摘要
项目总结
英文摘要
PROJECT SUMMARY
Design and analysis of neurological and stroke studies have been challenged by the lack of a single primary
outcome that can comprehensively assess the multidimensional impairments and symptoms associated with
the disease. For example, it is known that individual outcome measures for Parkinson's disease (PD), even the
MDS-UPDRS, cannot comprehensively capture the full spectrum of PD signs and symptoms. The global per-
centile outcome offers an efficient and stable way to integrate multiple individual outcomes, providing a single
metric of the global disease severity. The O'Brien's global rank-sum test allows two or K-group comparisons for
the global percentile outcome and has been successfully applied in many clinical trials, including the Neuropro-
tection Exploratory Trials in Parkinson's Disease (NET-PD) Long-term Study 1 (LS-1) and FS-ZONE. However,
rigorous statistical tools have been lacking for regression modeling of the global percentile outcome, preventing
systematic explorations of risk factors for global disease burden and global disease progression. Motivated by
these challenges and opportunities, (Aim 1) we propose a novel and rigorous regression framework to explicitly
link the global percentile outcome to multiple risk factors, under minimal modeling assumptions regarding the
link function and the error distribution. Our estimation procedure exploits information in the ranks to achieve
robust estimation, yielding a risk score that is in maximum concordance with global disease severity. Next, (Aim
2) we will develop a sensible regression framework for exploring the time-trend of the global percentile outcome
with longitudinal data, to specifically detect risk factors that lead to accelerated progression in global ranks.
We further extend our methods to accommodate the common dropout mechanisms of missing completely at
random and missing at random. Furthermore, (Aim 3) we will apply the proposed methods to systematically an-
alyze risk factors of global disease severity and global disease progression in the LS-1 study and the FS-ZONE
study. Our methods bear substantial practical utility for researchers in neurological diseases and many other
fields. We will provide user-friendly software for all statistical tools to the general research community.
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Modeling and Validation for Tackling Risk Prediction with Competing Risks by Integrating Multiple Longitudinal Biomarkers
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批准号:9922892
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项目类别:
-
资助金额:$35.04万
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财政年份:2018
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负责人:Ruosha Li
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依托单位:
海外基金