Searching Personalized k-wing in Bipartite Graphs (Extended Abstract)

Aman Abidi, Lu Chen, Rui Zhou, Chengfei Liu

Abstract: Enumerating all the bipartite cohesive subgraphs in a bipartite graph has been studied extensively. However, for some applications, one is interested in finding bipartite cohesive subgraphs containing a specific vertex. In this paper, we study a new query-dependent bipartite cohesive subgraph search problem based on k-wing model. To address the problem, we propose two efficient and wing number conserving indexing schemes, EquiWing-Graph and a more compact index, EquiWing-Tree, which is achieved by using our proposed k-butterfly loose approach and discovered hierarchy properties. Moreover, we discover novel properties that help us localize the scope of the maintenance in our proposed indices at a lower cost for evolving bipartite graphs. Extensive experimental results evidence the efficiency and effectiveness of our proposed approaches.

External IDs:dblp:conf/icde/Abidi00L24