Abstract
Wearable technologies for measuring digital and chemical physiology are pervading the consumer market and hold potential to reliably classify states of relevance to human performance including stress, sleep deprivation, and physical exertion. The ability to efficiently and accurately classify physiological states based on wearable devices is improving. However, the inherent variability of human behavior within and across individuals makes it challenging to predict how identified states influence human performance outcomes of relevance to military operations and other high-stakes domains. We describe a computational modeling approach to address this challenge, seeking to translate user states obtained from a variety of sources including wearable devices into relevant and actionable insights across the cognitive and physical domains. Three status predictors were considered: stress level, sleep status, and extent of physical exertion; these independent variables were used to predict three human performance outcomes: reaction time, executive function, and perceptuo-motor control. The approach provides a complete, conditional probabilistic model of the performance variables given the status predictors. Construction of the model leverages diverse raw data sources to estimate marginal probability density functions for each of six independent and dependent variables of interest using parametric modeling and maximum likelihood estimation. The joint distributions among variables were optimized using an adaptive LASSO approach based on the strength and directionality of conditional relationships (effect sizes) derived from meta-analyses of extant research. The model optimization process converged on solutions that maintain the integrity of the original marginal distributions and the directionality and robustness of conditional relationships. The modeling framework described provides a flexible and extensible solution for human performance prediction, affording efficient expansion with additional independent and dependent variables of interest, ingestion of new raw data, and extension to two- and three-way interactions among independent variables. Continuing work includes model expansion to multiple independent and dependent variables, real-time model stimulation by wearable devices, individualized and small-group prediction, and laboratory and field validation.
Highlights
Advances in wearable sensing afford real-time non-invasive monitoring of digital and chemical physiology, behavior, and biomechanics in ambulatory individuals (Windmiller and Wang, 2013; Lou et al, 2018, 2020)
We developed a model for the conditional probability density function (PDF) of each outcome, here denoted yi, i ∈ {1, 2, 3}, given the three predictors, xj for j ∈ {1, 2, 3};1 which, by the definition of conditional probability, is computed as p yi|x1, x2, x3 p(yi, x1, x2, x3) = p(x1, x2, x3)
We detailed a preliminary version of a computational model and software tool to enable actionable insights into cognitive and physical performance outcomes by interpreting biosensor data related to sleep status, stress state, and levels of physical workload; given the preliminary nature of the work, there are many directions for continuing research and development
Summary
Advances in wearable sensing afford real-time non-invasive monitoring of digital and chemical physiology, behavior, and biomechanics in ambulatory individuals (Windmiller and Wang, 2013; Lou et al, 2018, 2020). We selected three outcomes of interest that represent both low-level and higher-order processes relevant to sustained performance on real-world tasks: reaction time, executive function, and perceptuo-motor control. All Units the Same – Non-parametric Density Estimation For variables whose datapoints can all be converted to a common unit (sleep, physical exertion, reaction time, executive function, and perceptuo-motor control – see Table 1 for the primary measure for each variable), nonparametric density estimation methods (Izenman, 1991) are employed to construct the PDF. For each of the three dependent variables of interest in this study, i.e., simple reaction time, perceptuo-motor control, and executive function, the joint distributions are functions of four variables; namely the single dependent variable and the three independent variables of sleep, stress, and exertion. As additional predictors are incorporated into the model, it will afford a more robust ranking and prioritization of cognitive and/or physical states that are most negatively impactful for performance and motivate research and development toward mitigating such impacts
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