A dichotomy for non-repeating queries with negation in probabilistic databases

Robert Fink, Dan Olteanu
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引用次数: 10

Abstract

This paper shows that any non-repeating conjunctive relational query with negation has either polynomial time or #P-hard data complexity on tuple-independent probabilistic databases. This result extends a dichotomy by Dalvi and Suciu for non-repeating conjunctive queries to queries with negation. The tractable queries with negation are precisely the hierarchical ones and can be recognized efficiently.
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概率数据库中带有否定的非重复查询的二分法
本文证明了在元独立概率数据库中,任何具有否定的非重复连接关系查询要么具有多项式时间,要么具有#P-hard数据复杂度。这个结果将Dalvi和Suciu对非重复联合查询的二分法扩展到具有否定的查询。可处理的带有否定的查询正是层次查询,可以有效地识别。
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