| Literature DB >> 33483415 |
Anastasia Buyalskaya1, Marcos Gallo2, Colin F Camerer2,3.
Abstract
Social science is entering a golden age, marked by the confluence of explosive growth in new data and analytic methods, interdisciplinary approaches, and a recognition that these ingredients are necessary to solve the more challenging problems facing our world. We discuss how developing a "lingua franca" can encourage more interdisciplinary research, providing two case studies (social networks and behavioral economics) to illustrate this theme. Several exemplar studies from the past 12 y are also provided. We conclude by addressing the challenges that accompany these positive trends, such as career incentives and the search for unifying frameworks, and associated best practices that can be employed in response.Entities:
Keywords: difficult challenges; diverse teams; interdisciplinarity; new data
Mesh:
Year: 2021 PMID: 33483415 PMCID: PMC7865154 DOI: 10.1073/pnas.2002923118
Source DB: PubMed Journal: Proc Natl Acad Sci U S A ISSN: 0027-8424 Impact factor: 11.205
Fig. 1.Single (SPI) vs. multiple (MPI) investigator awards at the NSF, 1987 to 2018. Notice the trend toward awards with more than one PI, which the NSF considers to be the best current proxy for interdisciplinarity (6) (data source: refs. 5 and 7).
Fig. 2.(A) A network of human traffic reveals cities that are important nodes (in yellow) and effective borders (in red). Reprinted from ref. 20, which is licensed under CC BY 4.0. (B) A network of international financial institutions. Edges symbolize mutual shareholdings. From ref. 21. Reprinted with permission from AAAS. Note the high connectivity among nodes that can create systemic risk and network vulnerability. (C) Effects of the distribution of sexual partner concurrency on network connectivity. Adapted with permission of McGraw Hill LLC from ref. 22; permission conveyed through Copyright Clearance Center, Inc. Note how a slight increase in average concurrent partners (from the top left to right histograms) dramatically impacts the number of nodes in the largest component of the network. (D) A network of brain regions where edges represent developmental increases in streamline density. Reprinted from ref. 23, which is licensed under CC BY 4.0.
Fig. 3.Loss aversion. (A) The gain–loss utility function over money derived from group parameters estimated from risky choices. Reprinted with permission of The Institute for Operations Research and the Management Sciences from ref. 66; permission conveyed through Copyright Clearance Center, Inc. (B) The distribution of marathon race finishing times. Reprinted with permission of The Institute for Operations Research and the Management Sciences from ref. 67; permission conveyed through Copyright Clearance Center, Inc. Note the peaks at round numbers. (C) Actual point values in each period, plotted against optimal conditional point values from consumption choices, in a 50-period savings experiment [previously unpublished using data from Brown et al. (68)]. Note how few actual point values (y axis) are negative even when optimal point values (x axis) should be negative. (D) Human endowment effects (selling–buying price ratios) are correlated (r = 0.72) with evolutionary salience of 24 items (only 2 used in previous studies). This finding reflects trade between behavioral economics, evolutionary psychology, and cultural anthropology. Reprinted from ref. 69, with permission from Elsevier.
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Authors’ departmental affiliations are used for disciplinary identification.
Fig. 4.Central America modeling domain (Center) with an example simulated narcotrafficking network consisting of inactive nodes (gray circles), active nodes (red circles), and trafficking routes between each active node (dashed lines). The most southern and northern nodes outside of the model domain represent supply (e.g., Colombia) and demanding nodes (e.g., Mexico), respectively. Around the periphery, comparisons of subnational cocaine shipment volumes (blue regions in the map) reported at the administrative level of departments in the Consolidated Counterdrug Database (CCDB) (red line) and median volumes simulated by model versions with (blue line) and without (black line) a network agent. Shaded regions represent the bounds of the second and third quartiles of simulated cocaine volumes. Departments were selected to include at least one location per country and on the basis of having at least 5 y of continuous observations reported in CCDB. Reprinted from ref. 95, which is licensed under CC BY-NC-ND 4.0.