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TuG synopses for approximate query answering
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ACM Transactions on Database Systems (TODS) archive
Volume 34 ,  Issue 1  (April 2009) table of contents
Article No. 3  
Year of Publication: 2009
ISSN:0362-5915
Authors
Joshua Spiegel  BEA Systems, Redwood Shores, CA
Neoklis Polyzotis  University of California at Santa Cruz, Santa Cruz, CA
Publisher
ACM  New York, NY, USA
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ABSTRACT

This article introduces the Tuple Graph (TuG) synopses, a new class of data summaries that enable accurate approximate answers for complex relational queries. The proposed summarization framework adopts a “semi-structured” view of the relational database, modeling a relational data set as a graph of tuples and join queries as graph traversals, respectively. The key idea is to approximate the structure of the induced data graph in a concise synopsis, and to approximate the answer to a query by performing the corresponding traversal over the summarized graph. We detail the (TuG) synopsis model that is based on this novel approach, and we describe an efficient and scalable construction algorithm for building accurate (TuG) within a specific storage budget. We validate the performance of (TuG) with an extensive experimental study on real-life and synthetic datasets. Our results verify the effectiveness of (TuG) in generating accurate approximate answers for complex join queries, and demonstrate their benefits over existing summarization techniques.


REFERENCES

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Anonymous. Details removed due to double-blind reviewing.
 
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Gilbert, A. C. 2004. Compressing network graphs. In Proceedings of the LinkKDD Workshop at the 10th ACM Conference on KDD.
 
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Collaborative Colleagues:
Joshua Spiegel: colleagues
Neoklis Polyzotis: colleagues