Using tiling to scale parallel data cube construction
- Ruoming Jin(corresponding author),
- Karthik Vaidyanathan,
- Ge Yang,
- Gagan Agrawal
- Ohio State University
Related Event
Title
Event type
ConferenceDate
08/15/2004 - 08/18/2004Location
Abstract
Data cube construction is a commonly used operation in data warehouses. Because of the volume of data that is stored and analyzed in a data warehouse and the amount of computation involved in data cube construction, it is natural to consider parallel machines for this operation. Also, for both sequential and parallel data cube construction, effectively using the main memory is an important challenge. In our prior work, we have developed parallel algorithms for this problem. In this paper, we show how sequential and parallel data cube construction algorithms can be further scaled to handle larger problems, when the memory requirements could be a constraint. This is done by tiling the input and output arrays on each node. We address the challenges in using tiling while still maintaining the other desired properties of a data cube construction algorithm, which are, using minimal parents, and achieving maximal cache and memory reuse. We present a parallel algorithm that combines tiling with interprocessor communication. Our experimental results show the following. First, tiling helps in scaling data cube construction in both sequential and parallel environments. Second, choosing tiling parameters as per our theoretical results does result in better performance.
Publication Information
Output type
Original language
English (US)Pages from-to (Number of pages)
Pages 365-372 (8 pages)Publication milestones
- Published - 2004
Publication status
Publication series
- Publication series name: Proceedings of the International Conference on Parallel Processing
ISSN (Print): 0190-3918
ISBN (Print)
0769521975Publication IDs
- Scopus: 10044240505
Host publication title
Proceedings - 2004 International Conference on Parallel Processing, ICPP 2004Host publication editors
- R. Eigenmann
