About certainty-based queries against possibilistic databases

P. Bosc, O. Pivert
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Abstract

This paper is situated in the area of possibilistic relational databases, i.e., where some attribute values are imprecise and represented as possibility distributions. Any such database has a canonical interpretation as a set of regular relational databases, called worlds. This view provides the basic semantics of any query addressed to a possibilistic database. However, a query cannot be run this way for tractability reasons. This situation has led us to consider specific families of queries that can be processed in a compact way, i.e., directly on possibilistic relations. The queries dealt with in this paper, called necessity-based queries, are of the form: "to what extent is it certain that tuple t belongs to the result of query Q", where Q denotes a regular relational query. The major contribution of this paper is to identify the constraints over Q (in terms of algebraic operations) which must be imposed so that these queries are tractable.
关于针对可能性数据库的基于确定性的查询
本文研究的是可能性关系数据库,即一些属性值是不精确的,用可能性分布来表示。任何这样的数据库都有一个规范的解释,即一组称为世界的规则关系数据库。该视图提供了针对可能性数据库的任何查询的基本语义。但是,由于可跟踪性的原因,查询不能以这种方式运行。这种情况导致我们考虑可以以紧凑的方式处理的特定查询族,即直接基于可能性关系。本文处理的查询称为基于必要性的查询,其形式为:“元组t在多大程度上确定属于查询Q的结果”,其中Q表示常规关系查询。本文的主要贡献是确定Q上的约束(就代数操作而言),这些约束必须被施加,以便这些查询是可处理的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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