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Stochastic Earned Duration Analysis for Project Schedule Management
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作者 Fernando Acebes David Poza +1 位作者 JoséManuel González-Varona Adolfo López-Paredes 《Engineering》 SCIE EI 2022年第2期148-161,共14页
Earned duration management(EDM)is a methodology for project schedule management(PSM)that can be considered an alternative to earned value management(EVM).EDM provides an estimation of devia-tions in schedule and a fin... Earned duration management(EDM)is a methodology for project schedule management(PSM)that can be considered an alternative to earned value management(EVM).EDM provides an estimation of devia-tions in schedule and a final project duration estimation.There is a key difference between EDM and EVM:In EDM,the value of activities is expressed as work periods;whereas in EVM,value is expressed in terms of cost.In this paper,we present how EDM can be applied to monitor and control stochastic pro-jects.To explain the methodology,we use a real case study with a project that presents a high level of uncertainty and activities with random durations.We analyze the usability of this approach according to the activities network topology and compare the EVM and earned schedule methodology(ESM)for PSM. 展开更多
关键词 Earned duration management Earned value management stochastic project control Duration forecasting UNCERTAINTY
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A Framework of Convergence Analysis of Mini-batch Stochastic Projected Gradient Methods 被引量:1
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作者 Jian Gu Xian-Tao Xiao 《Journal of the Operations Research Society of China》 EI CSCD 2023年第2期347-369,共23页
In this paper,we establish a unified framework to study the almost sure global convergence and the expected convergencerates of a class ofmini-batch stochastic(projected)gradient(SG)methods,including two popular types... In this paper,we establish a unified framework to study the almost sure global convergence and the expected convergencerates of a class ofmini-batch stochastic(projected)gradient(SG)methods,including two popular types of SG:stepsize diminished SG and batch size increased SG.We also show that the standard variance uniformly bounded assumption,which is frequently used in the literature to investigate the convergence of SG,is actually not required when the gradient of the objective function is Lipschitz continuous.Finally,we show that our framework can also be used for analyzing the convergence of a mini-batch stochastic extragradient method for stochastic variational inequality. 展开更多
关键词 stochastic projected gradient method Variance uniformly bounded Convergence analysis
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