Proceedings Article10.1145/2539150.2539177
A Local Method for ObjectRank Estimation
Yuta Sakakura,Yuto Yamaguchi,Toshiyuki Amagasa,Hiroyuki Kitagawa +3 more
- 02 Dec 2013
- pp 92-101
2
TL;DR: Zhang et al. as mentioned in this paper proposed a method for estimating ObjectRank scores for specific objects by applying local computation over partial graphs, thereby allowing us to maintain low computational cost even for large graphs.
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Abstract: ObjectRank is a method of link structure analysis to evaluate the importance of objects in a database. ObjectRank is known to be computationally expensive, because it requires iterative computations over a large graph. However, in many real applications, it is sufficient to compute the ObjectRank scores for only small fraction of objects. To address this problem, this paper proposes a novel method for estimating ObjectRank scores for specific objects by applying local computation over partial graphs, thereby allowing us to maintain low computational cost even for large graphs. Our basic idea is that, for a given target node, we induce a local graph by checking the edge weights and pruning the edges with considering their weights. We conduct experiments to compare our method with some comparative methods. The experimental results show that our method can reduce the computational cost while maintaining the accuracy.
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Citations
Fast ObjectRank for Large Knowledge Databases.
Hiroaki Shiokawa
- 24 Oct 2021
TL;DR: SchemaRank as mentioned in this paper dynamically excludes unpromising nodes and edges, ensuring that it detects the same top-k important nodes as ObjectRank, which is an essential tool to evaluate an importance of nodes for a user-specified query in heterogeneous graphs.
4
An Improved Method for Efficient PageRank Estimation
Yuta Sakakura,Yuto Yamaguchi,Toshiyuki Amagasa,Hiroyuki Kitagawa +3 more
- 01 Sep 2014
TL;DR: An improved approach in which a subgraph is recursively expanded by solving a linear system without any iterative computation is proposed, which can estimate PageRank score more efficiently than the existing approach while maintaining the estimation accuracy.
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