Istore: a project on innovative statistical methodologies to improve rare diseases clinical trials in limited populations

S Schoenen, J Verbeeck, L Koletzko, I Brambilla, M Kuchenbuch, M Dirani, G Zimmermann (Co-author), H Dette, RD Hilgers, G Molenberghs, R Nabbout

Research output: Contribution to journalOriginal Articlepeer-review

1 Citation (Web of Science)

Abstract

BackgroundThe conduct of rare disease clinical trials is still hampered by methodological problems. The number of patients suffering from a rare condition is variable, but may be very small and unfortunately statistical problems for small and finite populations have received less consideration. This paper describes the outline of the iSTORE project, its ambitions, and its methodological approaches.MethodsIn very small populations, methodological challenges exacerbate. iSTORE's ambition is to develop a comprehensive perspective on natural history course modelling through multiple endpoint methodologies, subgroup similarity identification, and improving level of evidence.ResultsThe methodological approaches cover methods for sound scientific modeling of natural history course data, showing similarity between subgroups, defining, and analyzing multiple endpoints and quantifying the level of evidence in multiple endpoint trials that are often hampered by bias.ConclusionThrough its expected results, iSTORE will contribute to the rare diseases research field by providing an approach to better inform about and thus being able to plan a clinical trial. The methodological derivations can be synchronized and transferability will be outlined.
Original languageEnglish
Article number96
Number of pages13
JournalORPHANET JOURNAL OF RARE DISEASES
Volume19
Issue number1
DOIs
Publication statusPublished - 2 Mar 2024
Externally publishedYes

Keywords

  • Bias assessment with multiple endpoints
  • Finite populations
  • Multiple endpoints
  • Natural history modelling
  • Rare disease clinical trials
  • Similarity of subgroups
  • LOCAL INFLUENCE DIAGNOSTICS
  • RANDOM-EFFECTS MODEL
  • 2 REGRESSION-MODELS
  • MIXED MODELS
  • COUNT DATA
  • END-POINT
  • MULTIPLE
  • OUTCOMES
  • EQUIVALENCE
  • INCLUSION

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