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An analysis of structural validity in entity-relationship modeling

机译:实体关系建模中的结构有效性分析

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We explore the criteria that contribute to the structural validity of modeling structures within the entity-relationship (ER) diagram. Our approach examines cardinality constraints in conjunction with the degree of the relationship to address constraint consistency, state compliance, and role uniqueness issues to derive a complete and comprehensive set of decision rules. Unlike typical other analyses that use only maximum cardinality constraints, we have used both maximum and minimum cardinality constraints in defining the properties and their structural validity criteria yielding a complete analysis of the structural validity of recursive, binary, and ternary relationship types. Our study evaluates these relationships as part of the overall diagram and our rules address these relationships as they coexist in a path structure within the model. The contribution of this paper is to provide a comprehensive set of decision rules to determine the structural validity of any ERD containing recursive, binary, and ternary relationships. These decision rules can be readily applied to real world data models regardless of their complexity. The rules can easily be incorporated into the database modeling and designing process, or extended into case tool implementations.
机译:我们探索了有助于实体关系(ER)图内建模结构的结构有效性的标准。我们的方法将基数约束与关系的程度一起进行检查,以解决约束一致性,状态合规性和角色唯一性问题,从而得出一套完整而全面的决策规则。与仅使用最大基数约束的典型其他分析不同,我们在定义属性及其结构有效性标准时同时使用了最大和最小基数约束,从而对递归,二元和三元关系类型的结构有效性进行了完整的分析。我们的研究将这些关系作为整体图的一部分进行评估,并且当它们在模型中的路径结构中共存时,我们的规则便会解决这些关系。本文的目的是提供一套全面的决策规则,以确定包含递归,二元和三元关系的任何ERD的结构有效性。这些决策规则可以很容易地应用于现实世界的数据模型,而不管它们的复杂性如何。这些规则可以轻松地合并到数据库建模和设计过程中,也可以扩展到案例工具实现中。

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