Proceedings of the Fifth ACM Conference on Recommender Systems 2011
DOI: 10.1145/2043932.2043945
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Personalized PageRank vectors for tag recommendations

Abstract: This paper looks inside FolkRank, one of the well-known folksonomy-based algorithms, to present its fundamental properties and promising possibilities for improving performance in tag recommendations. Moreover, we introduce a new way to compute a differential approach in FolkRank by representing it as a linear combination of the personalized PageRank vectors. By the linear combination, we present FolkRank's probabilistic interpretation that grasps how FolkRank works on a folksonomy graph in terms of the random… Show more

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Cited by 26 publications
(14 citation statements)
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“…Methodologies relying on the folksonomy data include Hypergraph [12][10], Graph [5][9] [6] and Collaborative [2][7] [13] approaches. While hypergraph approaches try to capture and analyse all characteristics of the data in their models, graph-based and collaborative approaches can be described as reductionist methods since they reduce the 3-dimensional folksonomy data to one or several 2-dimensional projections.…”
Section: Related Workmentioning
confidence: 99%
See 1 more Smart Citation
“…Methodologies relying on the folksonomy data include Hypergraph [12][10], Graph [5][9] [6] and Collaborative [2][7] [13] approaches. While hypergraph approaches try to capture and analyse all characteristics of the data in their models, graph-based and collaborative approaches can be described as reductionist methods since they reduce the 3-dimensional folksonomy data to one or several 2-dimensional projections.…”
Section: Related Workmentioning
confidence: 99%
“…The final scores are calculated by subtracting from the weight of each tag in the personalised ranking for ui and dj, the weight of the tag in the general ranking. Although this produces better results than using the personalised ranking alone, it was shown in [6] that a simpler strategy of setting the preference weight of all nodes not included in the test post to 0 instead of 1 gives an equal ranking to the differential approach. After running experiments to confirm that the two strategies indeed give equal results, we adopt the approach of [6] due to its faster runtime.…”
Section: Folkrankmentioning
confidence: 99%
“…One key advantage of this teleportation vector modification based approach over modifying the transition matrix, as in [12], is that the term β (in Equation 2) can be used to directly control the degree of seeding (or personalization) of the PPR score. In fact, these personalized random-walk and PageRank based measures of node significance have been shown to be highly effective in many prediction and recommendation applications [1,29], where it is necessary to rank the nodes of the graph relative to a given set of (seed) nodes that represent the user's interest. Therefore, in this paper, we rely on this PPR based formulation of personalized, context-sensitive node significance.…”
Section: Context-sensitive Node Significance and Personalizationmentioning
confidence: 99%
“…Methodologies relying on the folksonomy data include Hypergraph [12][10], Graph [4][9] [5] and Collaborative [1][7] [13] approaches. While hypergraph approaches try to capture and analyse all characteristics of the data in their models, graph-based and collaborative approaches can be described as reductionist methods since they reduce the 3-dimensional folksonomy data to one or several 2-dimensional projections.…”
Section: Related Workmentioning
confidence: 99%