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Grant: Travel Awards - Institute Community Support

McGill University

$1,500.00

Bayesian prediction intervals for quantifying effect heterogeneity in cancer Randomized Controlled Trials

FY 2019-20

Summary
Primary findings in randomized controlled trials (RCTs) in cancer are typically reported with confidence intervals (CIs). However, when the subpopulations in the RCTs differs from each other to an extensive degree, CIs shrink to almost zero width and the results of that are not very useful. In contrast, prediction intervals (PIs), as already established in reporting meta analysis findings, do properly reflect effect variation across subgroups. We propose using Bayesian PIs to summarize heterogenous subpopulation effects in RCTs. Utility of the approach is demonstrated using simulation studies and application to trial data from the German Breast Cancer Group (GBSG), the 'GBSG Study' (n=686). With stratification variables tumor grade (I, II, III) and menopausal status (yes/no) in the GBSG Study, the Bayesian PI indicates more useful reporting and results than CI. Bayesian PIs should be routinely used when reporting treatment effect estimates to properly reflect treatment effect heterogeneity in pre-specified subpopulations in RCTs.
Program
Travel Awards - Institute Community Support
Location
Quebec, Canada
Recipient Type
Academia
Type
Grant
Source
CIHR Funding Decisions Database

As published

Id
412259
Name
Zhang Hao
Region
Québec
Country
Canada
Orgtype
Institution Paid; Research Institution
Instname2
Cancer Research
Theme2
Clinical
Prcname2
Institute of Cancer Research
Projecttitle
Bayesian prediction intervals for quantifying effect heterogeneity in cancer Randomized Controlled Trials
Programtype2
Undefined
Orgnameinp2
McGill University
Cihramount2
$1,500
Cihrequipment2
$0
Programname2
Travel Awards - Institute Community Support
Keyworddelim
Bayesian; Cancer; Clinical Practicality; Prediction Interval
Abstract
Primary findings in randomized controlled trials (RCTs) in cancer are typically reported with confidence intervals (CIs). However, when the subpopulations in the RCTs differs from each other to an extensive degree, CIs shrink to almost zero width and the results of that are not very useful. In contrast, prediction intervals (PIs), as already established in reporting meta analysis findings, do properly reflect effect variation across subgroups. We propose using Bayesian PIs to summarize heterogenous subpopulation effects in RCTs. Utility of the approach is demonstrated using simulation studies and application to trial data from the German Breast Cancer Group (GBSG), the 'GBSG Study' (n=686). With stratification variables tumor grade (I, II, III) and menopausal status (yes/no) in the GBSG Study, the Bayesian PI indicates more useful reporting and results than CI. Bayesian PIs should be routinely used when reporting treatment effect estimates to properly reflect treatment effect heterogeneity in pre-specified subpopulations in RCTs.
Competitiondate
201909
Approvedterm2
1 yr 0 mth
Pinamesdelim
Zhang, Hao
Approvedterm
1 an 0 mois
Cihrcontribution2
Inst of Cancer Research~ $1,500~ $0~