S-Paths: Set-Based Visual Exploration of Linked Data Driven by Semantic Paths

Tracking #: 2501-3715

Authors: 
Marie Destandau
Caroline Appert
Emmanuel Pietriga

Responsible editor: 
Claudia d'Amato

Submission type: 
Full Paper
Abstract: 
Meaningful information about an RDF resource can be obtained not only by looking at its properties, but by putting it in the broader context of similar resources. Classic navigation paradigms on the Web of Data that employ a follow-your-nose strategy fail to provide such context, and put strong emphasis on first-level properties, forcing users to drill down in the graph one step at a time. We introduce the concept of semantic paths: starting from a set of resources, we follow and analyse chains of triples and characterize the sets of values at their end. We investigate a navigation strategy based on aggregation, relying on path characteristics to determine the most readable representation. We implement this approach in S-Paths, a browsing tool for linked datasets that systematically identifies the best rated view on a given resource set, leaving users free to switch to another resource set, or to get a different perspective on the same set by selecting other semantic paths to visualize.
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Tags: 
Reviewed

Decision/Status: 
Accept

Solicited Reviews:
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Review #1
By Roberto García submitted on 16/Jun/2020
Suggestion:
Accept
Review Comment:

This manuscript was submitted as 'full paper' and should be reviewed along the usual dimensions for research contributions which include (1) originality, (2) significance of the results, and (3) quality of writing.

Review #2
By Agnieszka Lawrynowicz submitted on 31/Jul/2020
Suggestion:
Accept
Review Comment:

I thank the Authors for their responses and further updates. All my concerns are addressed now.

Review #3
By Maribel Acosta submitted on 31/Jul/2020
Suggestion:
Accept
Review Comment:

(Former Reviewer #2)

I would like to thank the authors for their response and for addressing the comments about the definitions.

At this time, I just have one minor comment about the notation on line 51: since U and L are sets, it is more appropriate to use the symbol "\cup" than "|" to represent the union of sets. As this can be easily addressed in the camera ready, my recommendation is 'Accept'.