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Estimating the dynamic role of attention via random utility

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Abstract

When making decisions, people tend to look back and forth between the alternatives until they eventually make a choice. Eye-tracking research has established that these shifts in attention are strongly linked to choice outcomes. A predominant framework for understanding the dynamics of the choice process, and thus the effects of attention, is sequential sampling of information. However, existing methods for estimating the attention parameters in these models are computationally costly and overly flexible, and yield estimates with unknown precision and bias. Here we propose an estimation method that relies on a link between sequential sampling models and random utility models (RUM). This method uses familiar econometric tools (i.e., logistic regression) and yields estimates that appear to be unbiased and relatively precise compared to existing methods, in a small fraction of the computation time. The RUM thus appears to be a useful tool for estimating the effects of attention on choice.

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Notes

  1. Advances in mobile eye-tracking have enabled field research in the area. In a typical study, participants wear glasses with embedded eye-tracking technology while they shop in stores. The glasses record both eye movements and the environment, allowing researchers to investigate the role of attention in a field setting (e.g., Harwood and Jones 2014; Bagdziunaite et al. 2014). While academic research in this area is nascent, a number of commercial enterprises are already collecting and using this data. Three examples include: (1) market research firms like Nielsen are currently using eye tracking to measure consumer responses to advertisements; (2) Consumer-grade eye tracking is being tested and implemented by a number of firms, for both general use (Google Glass) as well as specific uses (VR headsets); and (3) Retailors like Amazon are implementing high-definition, high-density, camera technology in brick-and-mortar locations that can track a shopper’s attention to specific products on the shelf. We expect further technological advances to be made in this area. For instance, researchers can take advantage of front-facing cameras on phones, tablets, and computers to better understand how consumers interact with and attend to the information on their screens.

  2. For an example of how components of value can be estimated from observable attributes in the DDM framework, see Chiong et al. (2018).

  3. In many applications, an “initial point” Zi,0 can be specified to allow for any priors that decision makers might have.

  4. It should be noted that the distribution of choice probabilities is not completely independent of the order of attention in this model. For example, a process with high autocorrelation in the gaze pattern will lead to an earlier boundary crossing than a process with low autocorrelation, even with equal ex ante division of attention in both cases. This will be captured by the distribution of ηi implied by Proposition 1 and how it depends on time.

  5. For a related derivation of θ , though using a DDM-based method rather than Logit, see Cavanagh et al. 2014.

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Acknowledgements

Funding was provided by the National Science Foundation Division of Social and Economic Sciences (Grant No. 1554837) and National Science Foundation (GRFP DGE-1343012).

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Correspondence to Ian Krajbich.

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Smith, S.M., Krajbich, I. & Webb, R. Estimating the dynamic role of attention via random utility. J Econ Sci Assoc 5, 97–111 (2019). https://doi.org/10.1007/s40881-019-00062-4

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  • DOI: https://doi.org/10.1007/s40881-019-00062-4

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