Toward a digital twin of U.S. Congress
Hayden Helm, Tianyi Chen, Harvey McGuinness, Paige Lee, Brandon Duderstadt, Carey E. Priebe
TL;DR
The paper tackles whether a digital twin of political actors can be realized from publicly accessible social-media data. It develops congressperson-specific language-models trained on a daily-updated Twitter corpus (the Nomic Congressional Database), confirms that generated tweets are largely indistinguishable from real posts using a Turing-test-like framework, and derives predictive inferences via a data kernel perspective space (DKPS) and a flip-score metric. Key findings show that virtual tweets not only resemble real ones but also enable robust vote prediction, with a median DKPS-based accuracy of $0.87$ across 13 bills versus $0.62$ for retrieved data, and that the flip-score linearly correlates with observed cross-party voting (R$^{2}>0.8$, $p<0.05$). This work demonstrates a practical digital twin for a political body, offering actionable guidance for resource allocation and policy influence, while acknowledging data-source limitations and the need for multi-modal data and careful interpretation of inferences.
Abstract
In this paper we provide evidence that a virtual model of U.S. congresspersons based on a collection of language models satisfies the definition of a digital twin. In particular, we introduce and provide high-level descriptions of a daily-updated dataset that contains every Tweet from every U.S. congressperson during their respective terms. We demonstrate that a modern language model equipped with congressperson-specific subsets of this data are capable of producing Tweets that are largely indistinguishable from actual Tweets posted by their physical counterparts. We illustrate how generated Tweets can be used to predict roll-call vote behaviors and to quantify the likelihood of congresspersons crossing party lines, thereby assisting stakeholders in allocating resources and potentially impacting real-world legislative dynamics. We conclude with a discussion of the limitations and important extensions of our analysis.
