4.5 Article

Supported matrix factorization using distributed representations for personalised recommendations on twitter

Journal

COMPUTERS & ELECTRICAL ENGINEERING
Volume 71, Issue -, Pages 569-577

Publisher

PERGAMON-ELSEVIER SCIENCE LTD
DOI: 10.1016/j.compeleceng.2018.08.007

Keywords

Probabilistic Matrix Factorization; Twitter User Recommendation; Distributed Representations; Recurrent Neural Networks

Funding

  1. FCT - Fundacao para a Ciencia e a Tecnologia [UID/EEA/50008/2013]
  2. Government of the Russian Federation [08-08]
  3. Finep
  4. Centro de Referencia em Radiocomunicacoes - CRR project of the Instituto Nacional de Telecomunicacoes (Inatel), Brazil [01.14.0231.00]
  5. Brazilian National Council for Research and Development (CNPq) [309335/2017-5]

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Microblogging is one of the most prevalent media for sharing news on the Internet. Microblogging platforms, such as Twitter have proven to be of great success in targeted marketing, alerting about natural disasters and promoting government policies among others; But most of this relevant information in microblogs is side-lined, owing to information overload, rendering any practical utility of the platform as ineffective. Hence, it is crucial to filter data and recommend only relevant information to the users. Interestingly, to pertain and appeal to a certain community, users make the use of hashtags (#), which in turn, helps in the efficient categorization and summarization of microblogs. In this paper, we exploit this advantage through a novel framework for a recommendation system, Distributed Representation based Supported Matrix Factorization (DRSMF) build on top of Probabilistic Matrix Factorization (PMF) and Recurrent Neural Networks (RNNs). The RNNs generate character-level distributed representations for each tweet to overcome the solecistic use of sentence structure in microblogs. The framework further performs a multi-modal analysis on the microblog posts to recommend similar users and hashtags, which assists in countering information-overload. Our framework outperforms standard PMF techniques by the use of constrained regularisation on latent factor representations.

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