On selecting a probabilistic classifier for appointment no-show prediction

Appointment no-shows are disruptive to healthcare clinics, and may increase patient waiting time and clinic overtime, resulting in increased clinic costs. Appointment scheduling models typically mitigate the negative effects of no-shows through appointment overbooking. Recent work has proposed a pre...

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Bibliographic Details
Published in:Decision Support Systems Vol. 142; p. 113472
Main Authors: Harris, Shannon L., Samorani, Michele
Format: Journal Article
Language:English
Published: Amsterdam Elsevier B.V 01-03-2021
Elsevier Sequoia S.A
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Summary:Appointment no-shows are disruptive to healthcare clinics, and may increase patient waiting time and clinic overtime, resulting in increased clinic costs. Appointment scheduling models typically mitigate the negative effects of no-shows through appointment overbooking. Recent work has proposed a predictive overbooking framework, where a probabilisitic classifier predicts the no-show probability of individual appointment requests, and a scheduling algorithm uses those predictions to optimally schedule appointments. Because predicting no-shows is typically an imbalanced classification problem, the preferred classifier is often chosen based upon the area under the receiver operator characteristic curve (AUC), which is a commonly used metric for many other imbalanced classification problems. Contrary to intuition, in this paper we show that employing the AUC to select a classifier results in significantly lower schedule efficiency than using other metrics such as Log Loss or Brier Score. Our computational experiments, validated on large real-world appointment data, suggest that by using Log Loss or Brier Score instead of AUC, practitioners can improve the schedule quality by 3–7%. •We study the integration of patient no-show prediction in appointment scheduling.•Clinics should not use AUC to measure the performance of patient no-show prediction.•They should use Brier's score or the Log Loss instead.
ISSN:0167-9236
1873-5797
DOI:10.1016/j.dss.2020.113472