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Sample average approximation method for the chance-constrained stochastic programming in the transportation model of emergency management

机译:应急管理运输模型中机会约束随机规划的样本平均逼近方法

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This study proposes a stochastic programming model for the transportation of emergency resource during the emergency response. Since it is difficult to predict the timing and magnitude of any disaster and its impact on the urban system, resource mobilisation is treated in a random manner, and the resource requirements are represented as random variables. Randomness is represented by the chance constraints in this paper. To deal with the difficulty in calculating the chance constraint function, we use conditional value at risk (CVaR) to approximate the chance constraint, and solve the approximation problem of the chance-constrained stochastic programming by using the sample average approximation (SAA) method. For a given sample, the SAA problem is a deterministic nonlinear programming (NLP) and any appropriate NLP code can be applied to solve the problem. The model and method provide a new way for the emergency logistics management engineering.
机译:本研究提出了一种用于应急响应过程中应急资源运输的随机规划模型。由于难以预测任何灾难的发生时间和严重程度及其对城市系统的影响,因此以随机的方式对待资源动员,并将资源需求表示为随机变量。随机性由机会约束表示。为了解决计算机会约束函数的困难,我们使用条件风险值(CVaR)来近似机会约束,并通过样本平均逼近(SAA)方法解决机会约束随机规划的逼近问题。对于给定的样本,SAA问题是确定性非线性规划(NLP),可以应用任何适当的NLP代码来解决该问题。该模型和方法为应急物流管理工程提供了新的途径。

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