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Multiple Embeddings for Multivariate Network Analysis

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http://www.diva-portal.org

This is the published version of a paper presented at 6th annual Big Data Conference at Linnaeus University, in Växjö, Sweden, 3-4 december, 2020.

Citation for the original published paper:

Daniel, W., Jusufi, I., Martins, R M., Kerren, A. (2020) Multiple Embeddings for Multivariate Network Analysis

In: 6th annual Big Data Conference at Linnaeus University, in Växjö, Sweden

N.B. When citing this work, cite the original published paper.

Permanent link to this version:

http://urn.kb.se/resolve?urn=urn:nbn:se:lnu:diva-99487

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Multiple Embeddings for Multivariate Network Analysis

The visualization and visual analytics of large multivariate networks (MVN) continues to be a great challenge and will probably remain so for a foreseeable future. The field of Multivariate Network Embedding seeks to meet this challenge by providing MVN-specific embedding technologies that targets different properties such as network topology or attribute values for nodes or links. (Embeddings are relatively low-dimensional vector representations of the embedded items and they are well suited for similarity calculations.) Although many steps forward have been taken, the goal of efficiently embedding all aspects of a MVN remains distant. As a possible way forward we suggest a new angle of approach where, instead of trying to fit all aspects of a MVN into one embedding, the strategy would be to embed each property by itself and then find ways to combine these sets of embeddings.

*Contact: daniel.witschardr@lnu.se

http://cs.lnu.se/isovis/

QUESTION

Can embeddings of different types be combined to improve the quality of similarity calculations?

Conf ‘99, 1–2 Month 2099, City, Country

Daniel Witschard, Ilir Jusufi, Rafael M. Martins and Andreas Kerren

Linnaeus University, Sweden

GOAL

Find new and better ways to use embeddings for visual analytics on multivarate networks

PRELIMINARY RESULTS

Yes, using a combination of embeddings can sometimes be better than using only a single one.

The conditions for when this holds true (and why) remains to be explored.

References

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