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Extending Conditional Dependencies with Built-in Predicates

delete2015-12-01
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OA
AI
S
Shuai Ma *
L
Liang Duan
W
Wenfei Fan
C
Chunming Hu
陈文广 cover
陈文广 (Wenguang Chen)
DOI:10.1109/TKDE.2015.2451632delete
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Abstract

Abstract

En 中文
This paper proposes a natural extension of conditional functional dependencies (CFDs [1]) and conditional inclusion dependencies (CINDs [2]), denoted by CFDps and CIND(p)s, respectively, by specifying patterns of data values with not equal, <, <=, >, and >= predicates. As data quality rules, CFDps and CIND(p)s are able to capture errors that commonly arise in practice but cannot be detected by CFDs and CINDs. We establish two sets of results for central technical problems associated with CFD(p)s and CIND(p)s. (a) One concerns the satisfiability and implication problems for CFD(p)s and CIND(p)s, taken separately or together. These are important for, e.g. deciding whether data quality rules are dirty themselves, and for removing redundant rules. We show that despite the increased expressive power, the static analyses of CFD(p)s and CIND(p)s retain the same complexity as their CFDs and CINDs counterparts. (b) The other concerns validation of CFD(p)s and CIND(p)s. We show that given a set Sigma of CFD(p)s and CIND(p)s on a database D, a set of SQL queries can be automatically generated that, when evaluated against D, return all tuples in D that violate some dependencies in Sigma. We also experimentally verified the efficiency and effectiveness of our SQL based error detection techniques, using real-life data. This provides commercial DBMS with an immediate capability to detect errors based on CFD(p)s and CIND(p)s.
Keywords:
Conditional dependencies
built-in predicates
functional dependencies
inclusion dependencies
data quality
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Journal

IEEE Transactions on Knowledge and Data Engineering cover
IEEE Transactions on Knowledge and Data Engineering
IF:
10.4
Papers:
6.9K
Citations:
3.2W

Organization

B
Beihang University
Scholars:
5.2W
Papers: 4.1W
Citations: 37
P
peking university
Scholars:
11.9W
Papers: 8.7W
Citations: 146
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