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Weighted Bipartite Network -- Thickness of line indicates relative number of contributions |
This peculiar, fish-like graph is the result of another morning's efforts to get my initial data into a meaningful and interpretable form. Using the Sci2 Tool (developed at Indiana University for use in analyzing scientific data and co-author networks in scientific literature), I loaded a .CSV file containing my bipartite network data and edge attributes (i.e., weight = # of contributions). I then extracted a bipartite network from this file and used the Cytoscape visualization tool to begin looking at the results.
While the workflow just described might sound straightforward enough, I did run into trouble loading the edge attribute data into Sci2. Failing to find a solution, I ended up entering the data manually in the Cytoscape application, a process made somewhat easier by the fact that I could sort the edges into a list roughly similar to the list contained in my original .CSV file.
Once the data was entered, I could begin the fun part of manipulating the visualization into something that was readable. So, for example, I set the poet and journal nodes to be different shapes and colors. The yellow triangles on the outer rim represent the journals and the green squares just to the right of center represent the 25 poets who makeup my initial database. I then set the thickness of the lines to reflect their weight, with the thinnest lines representing a value of 1 and the thickest representing a value of 48. I also split the journals so as to see more readily which of them had the most contributors in common. Besides 「学校」, of course, these journals included 「詩神」, 「太平洋詩人」, 「暦程」, and 「弾道」.
As I did these manipulations, a couple of questions and ideas arose as to what we might be able to learn and display just at the level of visualization. Would it be interesting, for example, to show just the journals that had contributions from a majority of the poets involved? Might this reveal some of the underlying groupings in the poetic field once we compared it with poets involved in another modernist journal from the period? Could we add a temporal dimension by displaying only those journals that were in publication during some smaller unit of time (e.g., one year)? What would the graph look like if we set 「学校」 at the center, set the poets at the next level up, and then had the rest of the journals form an outer ring or a line at the top? Might this give a better sense for how weakly or strongly connected these poets were in relation to other journals? These are some of the things I would like to continue to work on next week. I think I will also return to the UCINET program to see if I can extract the poet-to-poet and journal-to-journal graphs that will hopefully prove most conducive to meaningful network analysis (i.e., measuring for betweeness, centrality, etc.)
My apologies for the technical and overly detailed nature of these posts. They do not excite in the way that meta-level analysis hopefully will, but it's only by slogging through the mud that we can reach the other shore.