Richard D. Riley

Richard D. Riley

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Richard D. Riley

Department of Applied Health Sciences, School of Health Sciences, College of Medicine and Health, University of Birmingham, Birmingham, UK

Research Focus & Metrics

Academic Career Length

21Years (2006-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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16 April 2024 in BMJ
Verified
Journal Article
Open access
PDF file
GCGary S Collins
Gary S Collins
KMKarel G M Moons
Karel G M Moons
PDPaula Dhiman
Paula Dhiman
RRRichard D Riley
Richard D Riley
ABAndrew Beam
Andrew Beam
PLPatricia Logullo
Patricia Logullo
The TRIPOD (Transparent Reporting of a multivariable prediction model for Individual Prognosis Or Diagnosis) statement was published in 2015 to provide the minimum reporting recommendations for studies developing or evaluating the performance of a prediction model. Methodological advances in the field of prediction have since included the widespread use of artificial intelligence (AI) powered by machine learning methods to develop prediction models. An update to the TRIPOD statement is thus needed. TRIPOD+AI provides harmonised guidance for reporting prediction model studies, irrespective of whether regression modelling or machine learning methods have been used. The new checklist supersedes the TRIPOD 2015 checklist, which should no longer be used. This article describes the development of TRIPOD+AI and presents the expanded 27 item checklist with more detailed explanation of each reporting recommendation, and the TRIPOD+AI for Abstracts checklist. TRIPOD+AI aims to promote the complete, accurate, and transparent reporting of studies that develop a prediction model or evaluate its performance. Complete reporting will facilitate study appraisal, model evaluation, and model implementation.

18 March 2020 in BMJ
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Journal Article
Closed access
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RRRichard D Riley
Richard D Riley
JEJoie Ensor
Joie Ensor
KSKym I E Snell
Kym I E Snell
FHFrank E Harrell
Frank E Harrell
GMGlen P Martin
Glen P Martin
MSMaarten van Smeden
Maarten van Smeden
Clinical prediction models aim to predict outcomes in individuals, to inform diagnosis or prognosis in healthcare. Hundreds of prediction models are published in the medical literature each year, yet many are developed using a dataset that is too small for the total number of participants or outcome events. This leads to inaccurate predictions and consequently incorrect healthcare decisions for some individuals. In this article, the authors provide guidance on how to calculate the sample size required to develop a clinical prediction model.

10 February 2011 in BMJ
Verified
Journal Article
Closed access
RRRichard D Riley
Richard D Riley
JHJulian P T Higgins
Julian P T Higgins
JDJonathan J Deeks
Jonathan J Deeks
Summary estimates of treatment effect from random effects meta-analysis give only the average effect across all studies. Inclusion of prediction intervals, which estimate the likely effect in an individual setting, could make it easier to apply the results to clinical practice

28 April 2015 in JAMA
Verified
Journal Article
Closed access
LSLesley A. Stewart
Lesley A. Stewart
MCMike Clarke
Mike Clarke
MRMaroeska Rovers
Maroeska Rovers
RRRichard D. Riley
Richard D. Riley
MSMark Simmonds
Mark Simmonds
JTJayne F. Tierney
Jayne F. Tierney
Systematic reviews and meta-analyses of individual participant data (IPD) aim to collect, check, and reanalyze individual-level data from all studies addressing a particular research question and are therefore considered a gold standard approach to evidence synthesis. They are likely to be used with increasing frequency as current initiatives to share clinical trial data gain momentum and may be particularly important in reviewing controversial therapeutic areas. To develop PRISMA-IPD as a stand-alone extension to the PRISMA (Preferred Reporting Items for Systematic Reviews and Meta-Analyses) Statement, tailored to the specific requirements of reporting systematic reviews and meta-analyses of IPD. Although developed primarily for reviews of randomized trials, many items will apply in other contexts, including reviews of diagnosis and prognosis. Development of PRISMA-IPD followed the EQUATOR Network framework guidance and used the existing standard PRISMA Statement as a starting point to draft additional relevant material. A web-based survey informed discussion at an international workshop that included researchers, clinicians, methodologists experienced in conducting systematic reviews and meta-analyses of IPD, and journal editors. The statement was drafted and iterative refinements were made by the project, advisory, and development groups. The PRISMA-IPD Development Group reached agreement on the PRISMA-IPD checklist and flow diagram by consensus. Compared with standard PRISMA, the PRISMA-IPD checklist includes 3 new items that address (1) methods of checking the integrity of the IPD (such as pattern of randomization, data consistency, baseline imbalance, and missing data), (2) reporting any important issues that emerge, and (3) exploring variation (such as whether certain types of individual benefit more from the intervention than others). A further additional item was created by reorganization of standard PRISMA items relating to interpreting results. Wording was modified in 23 items to reflect the IPD approach. PRISMA-IPD provides guidelines for reporting systematic reviews and meta-analyses of IPD.

5 February 2010 in BMJ
Verified
Journal Article
Open access
PDF file
RRRichard D Riley
Richard D Riley
PLPaul C Lambert
Paul C Lambert
GAGhada Abo-Zaid
Ghada Abo-Zaid
The use of individual participant data instead of aggregate data in meta-analyses has many potential advantages, both statistically and clinically. Richard D Riley and colleagues describe the rationale for an individual participant data meta-analysis and outline how to conduct this type of study

24 October 2018 in Statistics in Medicine
Verified
Journal Article
Open access
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RRRichard D Riley
Richard D Riley
KSKym Ie Snell
Kym Ie Snell
JEJoie Ensor
Joie Ensor
DBDanielle L Burke
Danielle L Burke
FJFrank E Harrell Jr
Frank E Harrell Jr
GCGary S Collins
Gary S Collins
When designing a study to develop a new prediction model with binary or time‐to‐event outcomes, researchers should ensure their sample size is adequate in terms of the number of participants (n) and outcome events (E) relative to the number of predictor parameters (p) considered for inclusion. We propose that the minimum values ofnandE(and subsequently the minimum number of events per predictor parameter, EPP) should be calculated to meet the following three criteria: (i) small optimism in predictor effect estimates as defined by a global shrinkage factor of≥0.9, (ii) small absolute difference of≤0.05 in the model's apparent and adjusted Nagelkerke'sR2, and (iii) precise estimation of the overall risk in the population. Criteria (i) and (ii) aim to reduce overfitting conditional on a chosenp, and require prespecification of the model's anticipated Cox‐SnellR2, which we show can be obtained from previous studies. The values ofnandEthat meet all three criteria provides the minimum sample size required for model development. Upon application of our approach, a new diagnostic model for Chagas disease requires an EPP of at least 4.8 and a new prognostic model for recurrent venous thromboembolism requires an EPP of at least 23. This reinforces why rules of thumb (eg, 10 EPP) should be avoided. Researchers might additionally ensure the sample size gives precise estimates of key predictor effects; this is especially important when key categorical predictors have few events in some categories, as this may substantially increase the numbers required.