Conference paper Open Access

Increasing Students' Engagement to Reminder Emails Through Multi-Armed Bandits

Yanez, Fernando J.; Zavaleta-Bernuy, Angela; Han, Ziwen; Liut, Michael; Rafferty, Anna; Williams, Joseph Jay

Conducting randomized experiments in education settings raises the question of how we can use machine learning techniques to improve educational interventions. Using MultiArmed Bandits (MAB) algorithms like Thompson Sampling (TS) in adaptive experiments can increase students’ chances of obtaining better outcomes by increasing the probability of assignment to the most optimal condition (arm), even before an intervention completes. This is an advantage over traditional A/B testing, which may allocate an equal number of students to both optimal and non-optimal conditions. The problem is the exploration-exploitation trade-off. Even though adaptive policies aim to collect enough information to allocate more students to better arms reliably, past work shows that this may not be enough exploration to draw reliable conclusions about whether arms differ. Hence, it is of interest to provide additional uniform random (UR) exploration throughout the experiment. This paper shows a real-world adaptive experiment on how students engage with instructors’ weekly email reminders to build their time management habits. Our metric of interest is open email rates which tracks the arms represented by different subject lines. These are delivered following different allocation algorithms: UR, TS, and what we identified as TS—which combines both TS and UR rewards to update its priors. We highlight problems with these adaptive algorithms—such as possible exploitation of an arm when there is no significant difference—and address their causes and consequences. Future directions includes studying situations where the early choice of the optimal arm is not ideal and how adaptive algorithms can address them.

Files (419.4 kB)
Name Size
CSEDM_2022___OnTrack - Fernando J. Yanez.pdf
419.4 kB Download
All versions This version
Views 2121
Downloads 1616
Data volume 6.7 MB6.7 MB
Unique views 1717
Unique downloads 1616


Cite as