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An Accurate Effort Estimation using Fuzzy Based Alternating Regression Technique (FBART)

机译:采用模糊基于交替回归技术(FBART)的准确工作估计

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Precise software effort estimation is considered as the most significant task in the software development life cycle. Since, software developers use effort estimate as an input for planning budgets that highlights pricing policies and investment analysis. The over estimation or underestimation of software effort can result in detrimental effect on the quality of software and may cause huge monetary loss. Hence, there arises a need for developing reliable software effort estimation techniques that uses software effort impact factors. The Least Effort Multiplier based Fuzzy Estimation Algorithm (LEMFEA) [1] is an enhanced version of FFPA-PSR (fuzzy-based function point analysis with performance metrics, security, and reliability factors) [2] algorithm that has been proposed for improving the accuracy of the software effort estimation. In LEMFEA uses fuzzy logic to frame rules based on the classification of the attributes like project type (T), programmers skill (S), software language used (L), database used (D) and criticality (C) required for the estimation. In the proposed method Fuzzy Based Alternating Regression Technique (FBART) alternates between two regression techniques, viz., i) Gauss-Newton based model and ii) Weighted Deming Model based on the size of the project estimated based on function points and lines of code. This FBART is an adaptation of LEMFEA that has been proposed for improving the accuracy of the software effort estimation. This FBART algorithm uses Re-usability (R) as an extra multiplier for effective software effort estimation. The experiments are carried out and the performance of the proposed software estimation techniques are validated and the results confirms that Fuzzy Based Alternating Regression Technique (FBART) is found better to the existing software estimation techniques.
机译:精确的软件努力估计被认为是软件开发生命周期中最重要的任务。由于软件开发人员使用努力估计作为规划预算的输入,以突出定价策略和投资分析。对软件努力的过度估计或低估可导致对软件质量的不利影响,可能导致巨额货币损失。因此,出现了开发可靠的软件努力估算技术,这些技术使用软件努力影响因素。基于乘法器的最小乘法器的模糊估计算法(LEMFEA)[1]是FFPA-PSR的增强版本(基于模糊的函数点分析,具有性能度量指标,安全性和可靠性因子)[2]算法,已经提出改进软件努力估算的准确性。在LEMFEA中,根据项目类型(t),程序员技能,使用的软件语言,使用(L),使用(d)和估计所需的数据库(d)和临界度(c)的分类,使用模糊逻辑。在所提出的方法模糊基于的交替回归技术(FBART)在基于函数点和代码中估计的项目大小的基于两个回归技术,viz基于型的模型和II)加权挖掘模型。该FBART是对LEMFEA的适应,已经提出了提高软件努力估算的准确性。该FBART算法使用重新使用(R)作为额外的乘法器,用于有效的软件努力估计。进行实验,并验证了所提出的软件估计技术的性能,结果证实了对现有的软件估计技术更好地发现了基于模糊的交替回归技术(FBART)。

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