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Decades ago, alongside more traditional structuralist paradigms that were largely based on linguistic theorems (Lotman 1972, Titzmann 1977), literary studies began to undertake structural analyses based on empirical sociology, in particular the social network analysis. Structure was no longer solely defined by semantic relations (such as opposition or equivalence), but by social interactions, too (Marcus 1973; Stiller, Nettle and Dunbar 2003; de Nooy 2005; Stiller and Hudson 2005; Elson, Dames and McKeown 2010; Agarwal et al., 2012). In the context of the Digital Humanities, this kind of approaches has gained a new dynamic in shape of a dedicated literary network analysis (Moretti 2011; Rydberg-Cox 2011; Park, Kim and Cho 2013; Trilcke 2013). This method is based on the analysis of bigger literary corpora (i.e., quantitative data) and promises insights into the history of literature as well as generic characteristics of literary texts. In our project, "dlina. Digital LIterary Network Analysis", we already developed a workflow for the extraction, analysis and visualisation of network data from dramatic texts built on basic TEI markup (Fischer, Kampkaspar, Göbel, Trilcke, 2015). This paper will present results of our analysis of the network data gathered so far and discuss them in the light of current theories in the field of social network analysis.
Our current corpus comprises 465 German-language dramas (from 1730 to 1930), the better part of the Digitale Bibliothek corpus contained in the TextGrid repository (
The diachronic extension of our corpus over 200 years of German literary history allows the observation of larger developments in the structural composition of dramatic texts (we outlined some reflections on this in a blog post:
Fig. 1: Average path length by decades (mean)
The data raised so far shows how very differently theatre plays were structured in the focal period. Traditional literary studies have developed various typologies for such different types, the most popular in German studies being Volker Klotz's subdivision into 'open' and 'closed' drama. We want to build on this kind of typological impulse and propose a method as to how certain types of structural composition can be distinguished by means of network analysis (and also placed in their historic context). With this proposal we want to take up reflections from research on so-called small-world networks. This branch of research assumes that the values of empirically collected networks often differ significantly from those of corresponding random networks (e.g., graphs generated with the Erdős–Rényi model). Following the approach of Stiller, Nettle and Dunbar 2003, but relying on a much larger set of texts, we investigate the plays in our corpus with regard to their small-world properties (clustering coefficient, average path length, node degree distribution). The results show that there are just a few plays that meet all the criteria (a total of five plays, i.e., just about one percent of the corpus) – see figs. 2.1 to 2.5.
These findings will give us a deeper understanding of different types of structural composition. We shall first direct our attention to forms of networks that – unlike dramas with small-world properties – occur much more frequently in our corpus. Eventually, we will discuss structural characteristics of drama networks exhibiting properties exactly opposite to the properties of small-world dramas (e.g., reverse power-law form in the node degree distribution). It will also be discussed in this context whether we can contrast the strong hierarchical type of small-world drama with an anti-hierarchical type.
Fig. 2.1: Goethe, “Götz von Berlichingen” (1773): Spring Embedder Layout, Circular Layout, Node Degree Distribution
Fig. 2.2: Arnim, “Jerusalem” (1811): Spring Embedder Layout, Circular Layout, Node Degree Distribution
Fig. 2.3: Soden, “Doktor Faust” (1797): Spring Embedder Layout, Circular Layout, Node Degree Distribution
Fig. 2.4: Nestroy, “Der böse Geist” (1833): Spring Embedder Layout, Circular Layout, Node Degree Distribution
Fig. 2.5: Raimund, “Der Barometermacher” (1823): Spring Embedder Layout, Circular Layout, Node Degree Distribution