Budget allocation problem for projects with considering risks, robustness, resiliency, and sustainability requirements

IF 6 Q1 ENGINEERING, MULTIDISCIPLINARY
Reza Lotfi , Masoud Vaseei , Sadia Samar Ali , Sayyed Mohammad Reza Davoodi , Mansour Bazregar , Soheila Sadeghi
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Abstract

Budget Allocation Problem (BAP) for projects is considered one of the critical risks that necessitate the completion of projects in the shortest possible duration. This aspect is significant in extensive projects such as national endeavors directly impacting people's livelihoods. This research focuses on introducing Sustainable, Robust, Resilient, and Risk-averse Budget Allocation for Projects (S3RBAP). A hybrid robust stochastic optimization approach was employed, incorporating Weighted VaR (WVaR) and the minimum function as risk criteria to ensure the robustness of the objective function. This model is designed to minimize the weighted expected value, WVaR, and the minimum progress function, thereby promoting the 3R and sustainability framework to tackle budget fluctuations and enhance project viability. The case study revolves around the construction of national projects in Iran. Ultimately, the project's required budget was allocated within the budgetary constraints. Sensitivity analysis found that the integration of 3R and sustainability led to a 13.5 % reduction in the progress function compared to scenarios without these principles. Furthermore, increasing the conservatism coefficient to 20 % decreased the progress function to −0.58 %. Reducing the resiliency coefficient had an adverse effect by disrupting the budget allocation process. The computational time is increased gradually with the escalation of problem complexity, while the progress function decreases due to the increased number of projects. The findings demonstrate that using an exponential function promotes risk aversion, whereas a sine function encourages risk-seeking behaviour within this research context.

考虑到风险、稳健性、弹性和可持续性要求的项目的预算分配问题
项目预算分配问题(BAP)被认为是必须在尽可能短的时间内完成项目的关键风险之一。对于直接影响国计民生的大型项目而言,这一点意义重大。本研究重点介绍可持续、稳健、弹性和规避风险的项目预算分配(S3RBAP)。研究采用了一种混合稳健随机优化方法,将加权风险价值(WVaR)和最小函数作为风险标准,以确保目标函数的稳健性。该模型旨在最小化加权预期值、加权风险价值和最小进度函数,从而促进 3R 和可持续性框架,以应对预算波动并提高项目可行性。案例研究围绕伊朗的国家项目建设展开。最终,项目所需预算在预算限制范围内得到了分配。敏感性分析发现,与不采用 3R 和可持续发展原则的方案相比,采用 3R 和可持续发展原则会导致进度函数降低 13.5%。此外,将保守系数提高到 20%,进度函数下降到-0.58%。降低弹性系数会扰乱预算分配过程,从而产生不利影响。计算时间随着问题复杂度的增加而逐渐增加,而进度函数则由于项目数量的增加而降低。研究结果表明,在本研究中,使用指数函数会促进风险规避,而正弦函数则会鼓励寻求风险的行为。
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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来源期刊
Results in Engineering
Results in Engineering Engineering-Engineering (all)
CiteScore
5.80
自引率
34.00%
发文量
441
审稿时长
47 days
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