Software quality enhancement through software process optimization using Taguchi methods

B. Kanchanam, V. Sarma
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引用次数: 8

Abstract

This paper presents a methodology for selection of optimal software design parameters using the experimental design. When an organization is at the point of taking up a new project with an objective of improving the software quality, Taguchi method is applied for the software design process with an objective that not more than one error is found per software module. The strategy in robust design is to conduct off-line experiments using orthogonal arrays (OA) and to optimize the design by maximizing performance measures with respect to design parameters. Towards this a cause and effect diagram for design errors was drawn with opinions from customer, production, quality personnel and engineers. This diagram gave three most likely parameters as candidate for software design error, they are coupling, number of requirements per module and McCabe's cyclomatic complexity. It was planned to consider coupling parameter at two levels as low coupling at level 1 and high coupling at level 2, in case of number of requirements per module parameter three levels were considered they are one requirement per module at level 1, two requirements per module at level 2 and greater than two requirements per module as the level 3. In case of McCabe's complexity value<5 is set at level 1, value 5 to 10 is set at level 2 and value >10 is set at level 3. The possible number of factorial experiment required be conducted for levels selected for the three parameters is 18. The appropriate orthogonal array based on the guidelines of Taguchi is L/sub 9/ that is nine experiments need to be conducted to find the optimal software design parameters.
使用田口方法通过软件过程优化来提高软件质量
本文提出了一种利用实验设计方法选择最佳软件设计参数的方法。当一个组织以提高软件质量为目标开始一个新项目时,田口方法被应用于软件设计过程,其目标是每个软件模块发现的错误不超过一个。稳健设计的策略是使用正交阵列(OA)进行离线实验,并通过最大化设计参数的性能指标来优化设计。为此,根据客户、生产、质量人员和工程师的意见,绘制了设计错误的因果关系图。这张图给出了三个最有可能作为软件设计错误候选的参数,它们是耦合、每个模块的需求数量和McCabe的圈复杂度。计划将两个级别的耦合参数考虑为一级低耦合和二级高耦合,在每个模块参数的需求数量的情况下,考虑三个级别,它们是一级每个模块一个需求,二级每个模块两个需求,三级每个模块大于两个需求。在McCabe的情况下,复杂度值10被设置为3级。对于三个参数所选择的水平,可能需要进行的析因实验数为18。基于田口准则的合适正交阵列为L/sub 9/,即需要进行9次实验才能找到最优的软件设计参数。
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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