A Bayesian design for dual-agent dose optimization with targeted therapies

José L Jiménez1, Mourad Tighiouart2

  • 1Quantitative Safety and Epidemiology, Novartis Pharma A.G., Basel, Switzerland.

Insights

This study introduces a novel two-stage adaptive design for combining targeted cancer therapies. The method efficiently identifies optimal dose combinations by balancing treatment risks and benefits, improving upon existing algorithms for drug development.

Area of Science:

  • Clinical trial design
  • Pharmacology
  • Biostatistics

Background:

  • Combination therapies, such as MEK and PIK3CA inhibitors, present challenges in dose selection.
  • Higher doses do not always correlate with improved efficacy in targeted therapies.
  • Optimizing the risk-benefit profile is crucial for effective treatment strategies.

Purpose of the Study:

  • To propose a novel two-stage phase I-II adaptive clinical trial design for molecularly targeted therapy combinations.
  • To identify optimal dose combinations that achieve a desirable risk-benefit trade-off.
  • To enhance the safety and efficiency of dose-finding studies in oncology.

Main Methods:

  • A two-stage design incorporating escalation with overdose control (EWOC) in Stage I.
  • Adaptive randomization in Stage II based on continuously updated model parameters.
  • Utilizing a flexible cubic spline model to represent efficacy response distributions.

Main Results:

  • The proposed design demonstrated superior safety and efficiency in simulations compared to existing algorithms.
  • The design effectively identifies optimal dose combinations for targeted therapy regimens.
  • Performance was evaluated across various scenarios, including sample size variations and model misspecification.

Conclusions:

  • The novel adaptive design offers a safer and more efficient approach for determining optimal dose combinations in targeted therapy trials.
  • This methodology facilitates better risk-benefit assessment in complex drug development settings.
  • The design is robust and adaptable to different clinical trial parameters and modeling assumptions.

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