IEEE VIS 2024 Content: Improved Visual Saliency of Graph Clusters with Orderable Node-Link Layouts

Improved Visual Saliency of Graph Clusters with Orderable Node-Link Layouts

Nora Al-Naami - Luxembourg Institute of Science and Technology, Esch-sur-Alzette, Luxembourg

Nicolas Medoc - Luxembourg Institute of Science and Technology, Belvaux, Luxembourg

Matteo Magnani - Uppsala University, Uppsala, Sweden

Mohammad Ghoniem - Luxembourg Institute of Science and Technology, Belvaux, Luxembourg

Room: Bayshore I

2024-10-16T17:45:00ZGMT-0600Change your timezone on the schedule page
2024-10-16T17:45:00Z
Exemplar figure, described by caption below
A symmetric arc diagram representing a 51-node graph extracted from the co-occurrence network of characters of "Les Misérables", the novel of Victor Hugo. The nodes are ordered according to the crossing reduction algorithm.
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Keywords

network visualization, arc diagrams, radial diagrams, cluster perception, graph seriation

Abstract

Graphs are often used to model relationships between entities. The identification and visualization of clusters in graphs enable insight discovery in many application areas, such as life sciences and social sciences. Force-directed graph layouts promote the visual saliency of clusters, as they bring adjacent nodes closer together, and push non-adjacent nodes apart. At the same time, matrices can effectively show clusters when a suitable row/column ordering is applied, but are less appealing to untrained users not providing an intuitive node-link metaphor. It is thus worth exploring layouts combining the strengths of the node-link metaphor and node ordering. In this work, we study the impact of node ordering on the visual saliency of clusters in orderable node-link diagrams, namely radial diagrams, arc diagrams and symmetric arc diagrams. Through a crowdsourced controlled experiment, we show that users can count clusters consistently more accurately, and to a large extent faster, with orderable node-link diagrams than with three state-of-the art force-directed layout algorithms, i.e., `Linlog', `Backbone' and `sfdp'. The measured advantage is greater in case of low cluster separability and/or low compactness. A free copy of this paper and all supplemental materials are available at https://osf.io/kc3dg/.