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. 2022 Apr 1;40(15):2331-2341.
doi: 10.1016/j.vaccine.2022.02.054. Epub 2022 Feb 28.

Aggregating human judgment probabilistic predictions of the safety, efficacy, and timing of a COVID-19 vaccine

Affiliations

Aggregating human judgment probabilistic predictions of the safety, efficacy, and timing of a COVID-19 vaccine

Thomas McAndrew et al. Vaccine. .

Abstract

Safe, efficacious vaccines were developed to reduce the transmission of SARS-CoV-2 during the COVID-19 pandemic. But in the middle of 2020, vaccine effectiveness, safety, and the timeline for when a vaccine would be approved and distributed to the public was uncertain. To support public health decision making, we solicited trained forecasters and experts in vaccinology and infectious disease to provide monthly probabilistic predictions from July to September of 2020 of the efficacy, safety, timing, and delivery of a COVID-19 vaccine. We found, that despite sparse historical data, a linear pool-a combination of human judgment probabilistic predictions-can quantify the uncertainty in clinical significance and timing of a potential vaccine. The linear pool underestimated how fast a therapy would show a survival benefit and the high efficacy of approved COVID-19 vaccines. However, the linear pool did make an accurate prediction for when a vaccine would be approved by the FDA. Compared to individual forecasters, the linear pool was consistently above the median of the most accurate forecasts. A linear pool is a fast and versatile method to build probabilistic predictions of a developing vaccine that is robust to poor individual predictions. Though experts and trained forecasters did underestimate the speed of development and the high efficacy of a SARS-CoV-2 vaccine, linear pool predictions can improve situational awareness for public health officials and for the public make clearer the risks, rewards, and timing of a vaccine.

Keywords: COVID-19; Forecasting; Human judgement; Vaccine.

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Conflict of interest statement

Declaration of Competing Interest The authors declare that they have no known competing financial interests or personal relationships that could have appeared to influence the work reported in this paper.

Figures

Fig. 1
Fig. 1
(A.) A linear pool predictive density made in June, 2020 of the date when a COVID-19 vaccine will demonstrate an efficacy of 70% or greater. The linear pool assigned a 0.12 probability to a vaccine showing a 70% or greater efficacy by Dec. 10, 2020, the date the Pfizer and BioNTech vaccine was approved. (B.) A linear pool predictive density made in June, 2020 of the efficacy reported from the trial testing the ChAdOx1 vaccine (C.) A linear pool predictive density made in July, 2020, of the efficacy of a vaccine based on four different platforms (D.) A linear pool predictive density made in August, 2020 of the efficacy of a vaccine at approval under a standard regulatory process and emergency use authorization. Under each predictive density is the corresponding 10th, 25th, 50th (median), 75th, and 90th quantile. The true values, if available, are represented as a filled circle. A linear pool of experts and trained forecasters made probabilistic predictions that compared vaccine efficacy between different regulatory mechanisms and between different vaccine delivery methods, gave a time-frame for when an efficacious vaccine will be approved, and made a testable prediction of the efficacy of a specific trial of interest.
Fig. 2
Fig. 2
(A.) A linear pool predictive density made in June, 2020 over dates for when a COVID-19 therapy will show a significant survival benefit in a randomized clinical trial enrolling more than 200 patients. (B.) Linear pool predictive densities made in Aug., 2020 over dates when a SARS-CoV-2 vaccine will show a significant survival benefit in a randomized control trial enrolling more than 200 patients across three different viral platforms. Below each density is the 10th, 25th, 50th (median), 75th, and 90th percentile. True values, if available, are represented as a filled circle. The linear pool was uncertain when a vaccine would show a survival benefit, assigning 80% confidence intervals that spanned close to two years for when a COVID-19 therapy would show a benefit.
Fig. 3
Fig. 3
(A.) Linear pool predictive percentiles made in June and in July, 2020 for the date when SARS-CoV-2 vaccine will be approved for use in the US or European Union (EU). (B.) Linear pool predictive percentiles for the date a SARS-CoV-2 vaccine will be approved for use in the US or EU through a standard approval process (blue) or an emergency use authorization (red), and (C.) linear pool predictive percentiles for the date a SARS-CoV-2 vaccine will be approved for use specifically in the US through a standard approval process (blue) or an emergency use authorization (red). The linear pool median predictions made in June and July for when a SARS-CoV-2 candidate would be approved in the US or EU were many months later than the truth (May, 2020 and April, 2020 vs Dec., 2020). Linear pool median predictions of the date of emergency and standard approval of a SARS-CoV-2 vaccine in the US or EU were less accurate than predictions of approval dates for the US only. Environmental cues, time between when the forecast was made and the truth, or how the question was asked, may have impacted predictive accuracy.
Fig. 4
Fig. 4
(A.) A linear pool cumulative predictive density of trained forecasters and experts over dates for when an approved SARS-CoV-2 vaccine in the US or European Union will be administered to more than 100,000 people. (B.) Linear pool cumulative predictive densities of the number of weeks after approval needed to manufacture 100,000,000 doses of a vaccine using a DNA/RNA platform (purple dashed line) and a vaccine using a viral vector platform (red solid line).
Fig. 5
Fig. 5
Logarithmic scores stratified by questions related to safety, efficacy, the timing of vaccine approval, and production and delivery for individual forecasters and three linear pool distributions: a linear pool of experts, linear pool of trained forecasters, and linear pool of both experts and trained forecasters. The median scores between individuals and linear pool predictions are similar. The interquartile range of scores for the linear pool predictions is, for each question category, inside the interquartile range of scores for individual forecasters. Linear pool distributions did not have statistically different scores compared to individual forecasters, though linear pool scores had smaller variability.

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