“…A line of great current interest in the mathematical sciences is to calibrate parameters of mathematical models using data, thereby creating computationally efficient, theoretically grounded, and socially beneficial predictive tools. For instance, models of the spread of contagion continue to inform much government policy during the ongoing COVID-19 pandemic ( 1 – 5 ): predictions are generated, subsequently compared to live data, and the underlying model revised accordingly. Computational models have also been used to understand the dynamics of crime and urban violence ( 6 , 7 ), pedestrian dynamics ( 8 ), synchronized oscillations ( 9 ), social network dynamics ( 10 – 12 ), chemotaxis and flocking ( 13 – 15 ), population dynamics ( 16 , 17 ), systemic risk ( 18 ), and the dynamics of economic systems ( 19 , 20 ).…”