Bayesian Hierarchical Approach for Handling Non-ignorable Drop-out Across Multiple Clinical Trials in Schizophrenia

Hwanhee Hong Co-Author
 
Elaona Lemoto First Author
Duke School of Medicine, Department of Biostatistics and Bioinformatics
 
Elaona Lemoto Presenting Author
Duke School of Medicine, Department of Biostatistics and Bioinformatics
 
Monday, Aug 4: 10:35 AM - 10:50 AM
2385 
Contributed Papers 
Music City Center 
Clinical trials in Schizophrenia assess symptom severity using a clinician-rated scale like Positive and Negative Syndrome Scale (PANSS), measured over time. However, patients taking psychiatric medication have shown higher variability of response compared to patients taking medication related to a physical disorder. Within randomized trials, it has also been shown that the dropout rates can be quite large and vary between treatment groups, thus possibly introducing non-ignorable missingness or missing not-at-random (MNAR). If we combine such RCTs to evaluate treatment efficacy under individual patient-level (IPD) network meta-analysis (NMA) with non-ignorable dropout, we could be introducing bias in the estimation of the treatment effects. To address these challenges and maximize use of all available data, we aim to combine a popular method for addressing MNAR like pattern-mixture with Bayesian IPD NMA to improve the estimation of the treatment effects. Through simulations, we examine the impact of our approach under varying data availability conditions and complexity. We then apply our methods to clinical trials for schizophrenia treatments, demonstrating their effectiveness in handling non-ignorable dropout.

Keywords

Item Response Theory

Bayesian Statistics

Comparative Effectiveness Research

Missing Data

Mental Health

Meta-Analysis 

Main Sponsor

Mental Health Statistics Section