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An Improved Fuzzy Approach for COCOMO’s Effort Estimation using Gaussian Membership Function

机译:高斯隶属函数的改进的COCOMO工作量估计模糊方法

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In software industry Constructive Cost Model(COCOMO) is considered to be the most widely used modelfor effort estimation. Cost drivers have significant influenceon the COCOMO and this research investigates the role ofcost drivers in improving the precision of effort estimation.It is important to stress that uncertainty at the input level ofthe COCOMO yields uncertainty at the output, which leadsto gross estimation error in the effort estimation. Fuzzylogic has been applied to the COCOMO using thesymmetrical triangles and trapezoidal membershipfunctions to represent the cost drivers. Using TrapezoidalMembership Function (TMF), a few attributes are assignedthe maximum degree of compatibility when they should beassigned lower degrees. To overcome the above limitation,in this paper, it is proposed to use Gaussian MembershipFunction (GMF) for the cost drivers by studying thebehavior of COCOMO cost drivers. The present work isbased on COCOMO dataset and the experimental part ofthe study illustrates the approach and compares it with thestandard version of the COCOMO. It has been found thatGaussian function is performing better than the trapezoidalfunction, as it demonstrates a smoother transition in itsintervals, and the achieved results were closer to the actualeffort.
机译:在软件行业中,建设性成本模型(COCOMO)被认为是用于工作量估算的最广泛使用的模型。成本动因对COCOMO的影响很大,本研究调查了成本动因在提高工作量估算的准确性中的作用。必须强调的是,COCOMO投入水平的不确定性会导致产出的不确定性,从而导致工作中的总估算误差估计。模糊逻辑已通过不对称三角形和梯形隶属函数应用于COCOMO,以表示成本动因。使用梯形成员函数(TMF),当应将较低的等级分配给某些属性时,会将最大兼容性分配给一些属性。为了克服上述限制,本文提出通过研究COCOMO成本动因的行为,将高斯隶属度函数(GMF)用于成本动因。目前的工作基于COCOMO数据集,研究的实验部分对此方法进行了说明,并将其与COCOMO的标准版本进行了比较。已经发现,高斯函数比梯形函数的性能更好,因为它证明了其间隔更平滑,并且所获得的结果更接近实际。

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