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Fuzzy Extension Conceptual Model of Temporal Databases:Algebra Calculus

机译:时间数据库的模糊扩展概念模型:代数演算

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This paper present a fuzzy temporal data model for uncertainty/implicit events more precisely, and introduce fuzzy temporal complex event value relations, which combine the concept of fuzzy temporal relations with the idea of fuzzy temporal values in a uniform framework. We elaborate a model theoretic definition of fuzzy temporal information combination strategies, which has a rigorous foundation on fuzzy temporal theory. And then define an algebra for querying database instances, which comprises the operations of selection, projection, join, Cartesian product, union, intersection, and difference. We prove that our data model and algebra for fuzzy temporal values generalizes the classical relational data model and algebra. Moreover, we show that under certain assumptions, all our algebraic operations are tractable. We finally introduce the syntax/semantic of fuzzy temporal relations and describe the calculus of the fuzzy temporal algebra.
机译:本文更精确地提出了不确定/隐式事件的模糊时间数据模型,并介绍了模糊时间复杂事件值关系,它将模糊时间关系的概念与模糊时间值的思想结合在一个统一的框架中。我们详细阐述了模糊时间信息组合策略的模型理论定义,它在模糊时间理论上有着严格的基础。然后定义一个查询数据库实例的代数,该代数包括选择,投影,联接,笛卡尔乘积,并集,相交和差的操作。我们证明了模糊时间值的数据模型和代数推广了经典的关系数据模型和代数。而且,我们证明在某些假设下,我们所有的代数运算都是易处理的。最后,我们介绍了模糊时间关系的语法/语义,并描述了模糊时间代数的演算。

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