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Test Algebra for Combinatorial Testing

机译:测试代数用于组合测试

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摘要

This paper proposes a new algebraic system, Test Algebra (TA), for identifying faults in combinatorial testing for SaaS (Software-as-a-Service) applications. SaaS as a part of cloud computing is a new software delivery model, and mission-critical applications are composed, deployed, and executed in cloud platforms. Testing SaaS applications is a challenging task because new applications need to be tested when they are composed before they can be deployed for execution. Combinatorial testing algorithms can be used to identify faulty configurations and interactions from 2-way all the way to k-way where k is the number of components in the application. The TA defines rules to identify faulty configurations and interactions. Using the rules defined in the TA, a collection of configurations can be tested concurrently in different servers and in any order and the results obtained will be still same due to the algebraic constraints.
机译:本文提出了一种新的代数系统,测试代数(TA),用于识别用于SaaS(软件 - AS-Service)应用程序的组合测试中的故障。 SaaS作为云计算的一部分是一个新的软件交付模型,在云平台中组建,部署和执行任务关键型应用程序。测试SaaS应用程序是一个具有挑战性的任务,因为在可以部署以进行执行之前需要测试新的应用程序。组合测试算法可用于识别错误的配置和从双向的交互一直到K-Way,其中k是应用程序中的组件数。 TA定义规则以识别错误的配置和交互。使用TA中定义的规则,可以在不同的服务器中同时测试配置集合,并且在任何顺序中,由于代数约束,所获得的结果将仍然相同。

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