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Optimization of software cost estimation model based on biogeography-based optimization algorithm

机译:基于生物地理的优化算法的软件成本估计模型优化

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Estimation of software cost (ESC) is considered a crucial task in the software management life cycle as well as time and quality. Prior to the development of a software project, precise estimations are required in the form of person month and time. In the last few decades, various parametric and non-algorithmic or non-parametric approaches regarding the estimation of software costs have been developed. Among them, the constrictive cost model (COCOMO-II) is a commonly used method for estimating software cost. To further improve the accuracy of this model, researchers and practitioners have applied numerous computational intelligence algorithms to optimize their parameters. However, accuracy is still a big problem in this model to be addressed. In this paper, we proposed a biogeography-based optimization (BBO) method to optimize the current coefficients of COCOMO-II for better estimation of software project cost or effort. The experiments are conducted on two standard data sets: NASA-93 and Turkish Industry software projects. The performance of the proposed algorithm called BBO-COCOMO-II is evaluated by using performance indicators including the manhattan distance (MD) and the mean magnitude of relative error (MMRE). Simulation results reveal that the proposed algorithm obtained high accuracy and significant error minimization compared to original COCOMO-II, particle swarm optimization, genetic algorithm, flower pollination algorithm, and other various baseline cost estimation models.
机译:软件成本(ESC)的估计被认为是软件管理生命周期以及时间和质量的重要任务。在开发软件项目之前,以人为月和时间的形式需要精确的估计。在过去几十年中,已经开发出关于软件成本估计的各种参数和非算法或非参数方法。其中,收缩成本模型(CoCOMO-II)是一种常用的估算软件成本的方法。为了进一步提高该模型的准确性,研究人员和从业者应用了许多计算智能算法以优化其参数。但是,准确性仍处于解决该模型中的一个大问题。在本文中,我们提出了一种基于生物地理学的优化(BBO)方法,以优化CoCoMo-II的电流系数,以便更好地估计软件项目成本或努力。实验是在两个标准数据集中进行的:NASA-93和土耳其行业软件项目。通过使用包括曼哈顿距离(MD)的性能指标和相对误差(MMRE)的平均幅度来评估所谓的BBO-COCOMO-II的算法的性能。仿真结果表明,与原始CoCoMo-II,粒子群优化,遗传算法,花授粉算法和其他各种基线成本估算模型相比,该算法获得了高精度和显着的误差最小化。

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