Adaptive MapReduce Similarity Joins
- Samuel McCauley,
- Francesco Silvestri
- ,
- University of Padua
Research Output:
Conference Article in Proceeding or Book/Report chapter
Article in proceedings
Peer-reviewOpen access
Publication Information
Output type
Research Output:
Conference Article in Proceeding or Book/Report chapter
Article in proceedings
Peer-reviewHost publication Subtitle
BeyondMR'18Original language
EnglishPublication milestones
- Published - 2018
Publication status
Published - 2018
Publisher
Association for Computing Machinery, United StatesISBN (Print)
978-1-4503-5703-6Chapter Number
4Publication IDs
- Scopus: 85063580810
Host publication title
Proceedings of the 5th ACM SIGMOD Workshop on Algorithms and Systems for MapReduce and BeyondAbstract
Similarity joins are a fundamental database operation. Given data sets S and R, the goal of a similarity join is to find all points x ∈ S and y ∈ R with distance at most r. Recent research has investigated how locality-sensitive hashing (LSH) can be used for similarity join, and in particular two recent lines of work have made exciting progress on LSH-based join performance. Hu, Tao, and Yi (PODS 17) investigated joins in a massively parallel setting, showing strong results that adapt to the size of the output. Meanwhile, Ahle, Aumüller, and Pagh (SODA 17) showed a sequential algorithm that adapts to the structure of the data, matching classic bounds in the worst case but improving them significantly on more structured data.
We show that this adaptive strategy can be adapted to the parallel setting, combining the advantages of these approaches. In particular, we show that a simple modification to Hu et al.'s algorithm achieves bounds that depend on the density of points in the dataset as well as the total outsize of the output. Our algorithm uses no extra parameters over other LSH approaches (in particular, its execution does not depend on the structure of the dataset), and is likely to be efficient in practice.
We show that this adaptive strategy can be adapted to the parallel setting, combining the advantages of these approaches. In particular, we show that a simple modification to Hu et al.'s algorithm achieves bounds that depend on the density of points in the dataset as well as the total outsize of the output. Our algorithm uses no extra parameters over other LSH approaches (in particular, its execution does not depend on the structure of the dataset), and is likely to be efficient in practice.
Publication metrics
PlumX, opens in new tab
Citations
5
Captures
3
Access to documents
Accepted author manuscript, 293.74 KB
