Abstract
This paper employs the network perspective to study patterns and structures of intra-organizational learning networks. The theoretical background draws from cognitive theories, theories of homophily and proximity, theories of social exchange, the theory of generalized exchange, small-worlds theory, and social process theory. The levels of analysis applied are actor, dyadic, triadic, and global. Confirmatory social network analysis (exponential random graph modeling) was employed for data analysis. Findings suggest: (1) central actors in the learning network are experienced and hold senior positions in the organizational hierarchy; (2) evidence of homophily (in terms of gender, tenure, and hierarchical level relations) and proximity (in terms of geographical and departmental distances) in learning relationships; (3) learning relationships are non-reciprocal; and (4) transitivity and high local clustering with sparse inter-cluster ties are significant for intra-organizational learning networks.
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Notes
The set of structural properties of networks involves size, inclusiveness, component, connectivity, connectedness, density, centralization, symmetry, and transitivity (Brass, 1995). They are used to describe networks as a whole.
Alternating k-triangles are a higher order measure of transitivity (Snijders et al., 2006), whereas alternating independent two-paths (Robins et al., 2009) represent a particular combination of k-independent-2-path counts into the one statistic and are used to examine clustering in networks. They are referred to as higher order because they include configurations with more than three nodes.
Clustering coefficient of a vertex in a graph quantifies how close the vertex and its neighbors are from being a clique. Watts and Strogatz (1998) introduced the measure to determine whether a graph is a small-world network. Average clustering coefficient (CC) is calculated by summing up all the clustering coefficients and dividing them by the number of vertices. Average shortest path (L) is simply the sum of all the shortest paths between any pair of two vertices divided by the number of vertices. Comparison of CC and L for observed and random network allows for testing of the small-world phenomena. It is present when ratios CC for actual network divided by CC for random network exceed ratio L actual network divided by L random network.
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Acknowledgements
The authors express their gratitude to Daniel J. Brass and Emmanuel Lazega for their comments on the early version of the paper as well as Tom Snijders, Andrej Mrvar, and Anuška Ferligoj for suggestions on research methodology and data analysis. Our appreciation also goes to the European Science Foundation and the seminar participants at the Quantitative Methods in Social Sciences seminars at Faculty of Social Sciences, University of Ljubljana and University of Groningen. We are also grateful to the managers and employees of the organization who provided access to their network data. Last but not least, we thank the special issue editors, Elaine Ferneley and Remko Helms, as well as two anonymous reviewers, who provided valuable feedback on the manuscript. All errors and omissions are solely our responsibility.
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Škerlavaj, M., Dimovski, V. & Desouza, K. Patterns and structures of intra-organizational learning networks within a knowledge-intensive organization. J Inf Technol 25, 189–204 (2010). https://doi.org/10.1057/jit.2010.3
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DOI: https://doi.org/10.1057/jit.2010.3