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Interval Type-2 Fuzzy Logic for Software Cost Estimation Using TSFC with Mean and Standard Deviation

机译:具有均值和标准差的TSFC的区间2型模糊逻辑用于软件成本估算

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One of the biggest challenges in Software Engineering is accurately forecasting how much time and effort it will take either to develop a system. So far no model has proved to be successful at effectively and consistently predicting software development cost due to the lot of uncertainty factor of input size. In this paper we proposed an Interval Type 2 Fuzzy logic for software cost estimation. The inputs are fuzzified by using Takagi-Sugeno fuzzy controller of Universe Discourse with mean and standard deviation of size values affects the control performance. The software size can be regarded as a fuzzy set yielding the cost estimate also inform of a fuzzy set. The uncertainty is an inherit part in cost estimation. We reduce the uncertainty produced by the Type-1 functions by using Type-2 Fuzzy logic. We considered means FOU`s as a firing strength. The model deals effectively with imprecise and uncertain input and enhances the reliability of software cost estimation. The estimated effort is optimized using the developed model and tested on NASA software projects on the basis of three criterions for assessment of software cost estimation models. Comparison of the all models is done and it is found that the developed model provide better estimation.
机译:软件工程的最大挑战之一是准确预测开发一个系统将花费多少时间和精力。到目前为止,由于输入大小的不确定性因素很多,没有模型被证明能成功且有效地预测软件开发成本。在本文中,我们提出了一种区间2型模糊逻辑,用于软件成本估算。使用Takagi-Sugeno的Universe Discourse模糊控制器对输入进行模糊处理,大小值的平均值和标准偏差会影响控制性能。可以将软件大小视为一个模糊集,从而产生成本估算,也可以告知一个模糊集。不确定性是成本估算中的继承部分。我们通过使用Type-2模糊逻辑来减少Type-1函数所产生的不确定性。我们认为手段FOU是激发力量。该模型有效地处理了不精确和不确定的输入,并提高了软件成本估算的可靠性。使用开发的模型优化估算的工作量,并根据评估软件成本估算模型的三个标准在NASA软件项目上进行测试。对所有模型进行了比较,发现开发的模型可以提供更好的估计。

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