| Literature DB >> 35498524 |
Leeann M Lower-Hoppe1, Amy Chan Hyung Kim2, Shea M Brgoch3, Christin M Zwolski4, Laura Schmitt5, Matthew K Paponetti6, Catherine C Quatman-Yates5.
Abstract
Purpose: Physical literacy has quickly gained global attention as a holistic approach to combat physical inactivity and obesity. However, research silos may limit the growth and application of the physical literacy paradigm for effective physical activity promotion. The purpose of this study was to measure the underlying network structure of scholars publishing on physical literacy (focusing on empirical research) through co-authorship analysis.Entities:
Keywords: co-authorship analysis; scientific collaborations; social network analysis; sociology of scientific knowledge; underserved populations
Year: 2022 PMID: 35498524 PMCID: PMC9039286 DOI: 10.3389/fspor.2022.809946
Source DB: PubMed Journal: Front Sports Act Living ISSN: 2624-9367
Figure 1Preferred Reporting Items for Systematic Reviews and Meta-Analyses flow diagram.
Definitions of network measurement.
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| Density | The ratio of the number of connections within or between groups to the total number of connections possible; this ratio is often described as the likelihood of collaboration for two given authors indicating a larger density network has a higher probability that two given scholars collaborate (Chen and Jackson, |
| Clustering coefficient | The mean of the clustering coefficient of all the actors; this mean is evaluated by three times the number of triangles in the co-authorship network divided by the number of connected sub-graph consisting of three actors and two or three lines; It indicates how likely it is that a co-author of a certain author would also be a co-author of another one's co-author (Chen and Jackson, |
| Average degree | The ratio of twice the number of connections to the number of actors on average; the expected number of coauthors that any scholar in this network will have implying the overall degree of network collaboration (Chen and Jackson, |
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| # of components | A subset of the network that all nodes are linked directly or indirectly. |
| Newman's modularity | Modularity evaluates the strength of a subnetwork division; co-authorship networks with high modularity have subnetworks with authors that are more likely to collaborate together whereas scholars in low modularity networks are less likely to work together (Chen and Jackson, |
Figure 2(A) The global co-authorship network of the full network. (B) The co-authorship network of the full network with only the nodes (actors) coauthored more than twice.
Figure 3(A) The co-authorship network of the empirical sub-network. (B) The co-authorship network of the empirical sub-network with only the nodes (actors) coauthored more than twice.