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Featured researches published by Adrian Willis.


Orphanet Journal of Rare Diseases | 2017

Does the low prevalence affect the sample size of interventional clinical trials of rare diseases? An analysis of data from the aggregate analysis of clinicaltrials.gov

Siew Wan Hee; Adrian Willis; Catrin Tudur Smith; Simon Day; Frank Miller; Jason Madan; Martin Posch; Sarah Zohar; Nigel Stallard

BackgroundClinical trials are typically designed using the classical frequentist framework to constrain type I and II error rates. Sample sizes required in such designs typically range from hundreds to thousands of patients which can be challenging for rare diseases. It has been shown that rare disease trials have smaller sample sizes than non-rare disease trials. Indeed some orphan drugs were approved by the European Medicines Agency based on studies with as few as 12 patients. However, some studies supporting marketing authorisation included several hundred patients. In this work, we explore the relationship between disease prevalence and other factors and the size of interventional phase 2 and 3 rare disease trials conducted in the US and/or EU. We downloaded all clinical trials from Aggregate Analysis of ClinialTrials.gov (AACT) and identified rare disease trials by cross-referencing MeSH terms in AACT with the list from Orphadata. We examined the effects of prevalence and phase of study in a multiple linear regression model adjusting for other statistically significant trial characteristics.ResultsOf 186941 ClinicalTrials.gov trials only 1567 (0.8%) studied a single rare condition with prevalence information from Orphadata. There were 19 (1.2%) trials studying disease with prevalence <1/1,000,000, 126 (8.0%) trials with 1–9/1,000,000, 791 (50.5%) trials with 1–9/100,000 and 631 (40.3%) trials with 1–5/10,000. Of the 1567 trials, 1160 (74%) were phase 2 trials. The fitted mean sample size for the rarest disease (prevalence <1/1,000,000) in phase 2 trials was the lowest (mean, 15.7; 95% CI, 8.7–28.1) but were similar across all the other prevalence classes; mean, 26.2 (16.1–42.6), 33.8 (22.1–51.7) and 35.6 (23.3–54.3) for prevalence 1–9/1,000,000, 1–9/100,000 and 1–5/10,000, respectively. Fitted mean size of phase 3 trials of rarer diseases, <1/1,000,000 (19.2, 6.9–53.2) and 1–9/1,000,000 (33.1, 18.6–58.9), were similar to those in phase 2 but were statistically significant lower than the slightly less rare diseases, 1–9/100,000 (75.3, 48.2–117.6) and 1-5/10,000 (77.7, 49.6–121.8), trials.ConclusionsWe found that prevalence was associated with the size of phase 3 trials with trials of rarer diseases noticeably smaller than the less rare diseases trials where phase 3 rarer disease (prevalence <1/100,000) trials were more similar in size to those for phase 2 but were larger than those for phase 2 in the less rare disease (prevalence ≥1/100,000) trials.


European Journal of Pain | 2017

Development of a repository of individual participant data from randomized controlled trials of therapists delivered interventions for low back pain.

Siew Wan Hee; Melina Dritsaki; Adrian Willis; Martin Underwood; Shilpa Patel

Individual patient data (IPD) meta‐analysis of existing randomized controlled trials (RCTs) is a promising approach to achieving sufficient statistical power to identify sub‐groups. We created a repository of IPD from multiple low back pain (LBP) RCTs to facilitate a study of treatment moderators. Due to sparse heterogeneous data, the repository needed to be robust and flexible to accommodate millions of data points prior to any subsequent analysis.


Programme Grants for Applied Research | 2016

Identifying back pain subgroups: developing and applying approaches using individual patient data collected within clinical trials

Shilpa Patel; Siew Wan Hee; Dipesh Mistry; Jake Jordan; Sally Brown; Melina Dritsaki; David R. Ellard; Tim Friede; Sarah E Lamb; Joanne Lord; Jason Madan; Tom Morris; Nigel Stallard; Colin Tysall; Adrian Willis; Martin Underwood


Archive | 2016

Overview of the programme

Shilpa Patel; Siew Wan Hee; Dipesh Mistry; Jake Jordan; Sally Brown; Melina Dritsaki; David R. Ellard; Tim Friede; Sarah E Lamb; Joanne Lord; Jason Madan; Tom Morris; Nigel Stallard; Colin Tysall; Adrian Willis; Martin Underwood


Archive | 2016

Review 2: summary of excluded papers

Shilpa Patel; Siew Wan Hee; Dipesh Mistry; Jake Jordan; Sally Brown; Melina Dritsaki; David R. Ellard; Tim Friede; Sarah E Lamb; Joanne Lord; Jason Madan; Tom Morris; Nigel Stallard; Colin Tysall; Adrian Willis; Martin Underwood


Archive | 2016

Instruction on secure data transfer

Shilpa Patel; Siew Wan Hee; Dipesh Mistry; Jake Jordan; Sally Brown; Melina Dritsaki; David R. Ellard; Tim Friede; Sarah E Lamb; Joanne Lord; Jason Madan; Tom Morris; Nigel Stallard; Colin Tysall; Adrian Willis; Martin Underwood


Archive | 2016

Methodology and statistical developments 1: subgroup identification with recursive partitioning

Shilpa Patel; Siew Wan Hee; Dipesh Mistry; Jake Jordan; Sally Brown; Melina Dritsaki; David R. Ellard; Tim Friede; Sarah E Lamb; Joanne Lord; Jason Madan; Tom Morris; Nigel Stallard; Colin Tysall; Adrian Willis; Martin Underwood


Archive | 2016

Scatterplots of raw change scores of outcome measures

Shilpa Patel; Siew Wan Hee; Dipesh Mistry; Jake Jordan; Sally Brown; Melina Dritsaki; David R. Ellard; Tim Friede; Sarah E Lamb; Joanne Lord; Jason Madan; Tom Morris; Nigel Stallard; Colin Tysall; Adrian Willis; Martin Underwood


Archive | 2016

Methodology and statistical developments 3: identification of cost-effective subgroups by directed peeling

Shilpa Patel; Siew Wan Hee; Dipesh Mistry; Jake Jordan; Sally Brown; Melina Dritsaki; David R. Ellard; Tim Friede; Sarah E Lamb; Joanne Lord; Jason Madan; Tom Morris; Nigel Stallard; Colin Tysall; Adrian Willis; Martin Underwood


Archive | 2016

Sample data sharing agreement

Shilpa Patel; Siew Wan Hee; Dipesh Mistry; Jake Jordan; Sally Brown; Melina Dritsaki; David R. Ellard; Tim Friede; Sarah E Lamb; Joanne Lord; Jason Madan; Tom Morris; Nigel Stallard; Colin Tysall; Adrian Willis; Martin Underwood

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