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An investigation of time effect in Bayesian Adaptive Multi-arm Multi-stage Design and Platform Trial

An investigation of time effect in Bayesian Adaptive Multi-arm Multi-stage Design and Platform Trial
An investigation of time effect in Bayesian Adaptive Multi-arm Multi-stage Design and Platform Trial
Platform trials continuously evaluate multiple treatments by allowing new arms to join at different stages. The control data collected before a new arm joins is often used to enhance statistical power. However, this approach relies heavily on the exchangeability assumption, frequently violated by systematic response changes over time (time trends). Such trends can bias treatment effect estimates and inflate type I errors, especially under BRAR.

This thesis investigates the impact of time trends in adaptive multi-arm multi-stage (MAMS) and platform trial designs, proposing robust analytical methods. I explore scenarios with both equal and unequal strength of time trends across trial arms. Results show equal-strength trends exacerbate bias in BRAR with early stopping rules, motivating the use of flexible models robust to various time patterns.

For unequal-strength time trends, existing methods yield biased estimates. Thus, I extend these methods to handle unequal trends, achieving unbiased estimates, albeit with reduced power. Additionally, I generalise estimands to align explicitly with clinical research objectives, emphasising their importance for valid inference. Among evaluated approaches, flexible mixed-effects models consistently provide unbiased treatment effect estimates and maintain statistical power.

Finally, I expand adaptive MAMS designs to fully accommodate platform trial complexities, demonstrating robustness through extensive simulation studies. This thesis extends our knowledge of platform trials by addressing the time trend problem via advanced analytical methodologies for managing time trend challenges in platform trials in practice.
Time trend effect, bayesian, Estimand, Adaptive design, Platform trial
University of Southampton
Wang, Ziyan
4c3692b4-3d11-40cf-9077-310280806140
Wang, Ziyan
4c3692b4-3d11-40cf-9077-310280806140
Woods, Dave
ae21f7e2-29d9-4f55-98a2-639c5e44c79c
Böhning, Dankmar
1df635d4-e3dc-44d0-b61d-5fd11f6434e1
Ewings, Sean
326656df-c0f0-44a1-b64f-8fe9578ca18a

Wang, Ziyan (2026) An investigation of time effect in Bayesian Adaptive Multi-arm Multi-stage Design and Platform Trial. University of Southampton, Doctoral Thesis, 256pp.

Record type: Thesis (Doctoral)

Abstract

Platform trials continuously evaluate multiple treatments by allowing new arms to join at different stages. The control data collected before a new arm joins is often used to enhance statistical power. However, this approach relies heavily on the exchangeability assumption, frequently violated by systematic response changes over time (time trends). Such trends can bias treatment effect estimates and inflate type I errors, especially under BRAR.

This thesis investigates the impact of time trends in adaptive multi-arm multi-stage (MAMS) and platform trial designs, proposing robust analytical methods. I explore scenarios with both equal and unequal strength of time trends across trial arms. Results show equal-strength trends exacerbate bias in BRAR with early stopping rules, motivating the use of flexible models robust to various time patterns.

For unequal-strength time trends, existing methods yield biased estimates. Thus, I extend these methods to handle unequal trends, achieving unbiased estimates, albeit with reduced power. Additionally, I generalise estimands to align explicitly with clinical research objectives, emphasising their importance for valid inference. Among evaluated approaches, flexible mixed-effects models consistently provide unbiased treatment effect estimates and maintain statistical power.

Finally, I expand adaptive MAMS designs to fully accommodate platform trial complexities, demonstrating robustness through extensive simulation studies. This thesis extends our knowledge of platform trials by addressing the time trend problem via advanced analytical methodologies for managing time trend challenges in platform trials in practice.

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More information

Published date: 9 March 2026
Keywords: Time trend effect, bayesian, Estimand, Adaptive design, Platform trial

Identifiers

Local EPrints ID: 510182
URI: http://eprints.soton.ac.uk/id/eprint/510182
PURE UUID: e38ae40e-eac9-432b-93db-2ac795f28aaa
ORCID for Ziyan Wang: ORCID iD orcid.org/0009-0000-9482-9538
ORCID for Dave Woods: ORCID iD orcid.org/0000-0001-7648-429X
ORCID for Dankmar Böhning: ORCID iD orcid.org/0000-0003-0638-7106
ORCID for Sean Ewings: ORCID iD orcid.org/0000-0001-7214-4917

Catalogue record

Date deposited: 19 Mar 2026 17:49
Last modified: 20 Mar 2026 03:02

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Contributors

Author: Ziyan Wang ORCID iD
Thesis advisor: Dave Woods ORCID iD
Thesis advisor: Dankmar Böhning ORCID iD
Thesis advisor: Sean Ewings ORCID iD

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