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A randomised approach to Multiple Chance-Constrained Problems: An application to flood avoidance

机译:多机会受限问题的随机方法:洪水避免的应用

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One of the major risks associated with rivers is flooding, and a desirable way to manage rivers is to reduce the risk of severe floods without affecting the normal river operations. The flood risks are mainly contributed by uncertain inflows from tributaries. Due to uncertain in- and out-flows, the river control problem is formulated in this paper as a Multiple Chance-Constrained optimisation Problem (M-CCP), within a Stochastic MPC setting. M-CCPs are difficult to solve and this paper proposes an optimisation and testing algorithm to find approximate solutions of such problems. The algorithm is a significantly improved version of our previous proposal in [1]. Each step of the algorithm is supported with rigorous probabilistic bounds, and the usefulness of the algorithm is demonstrated on a simulated river example.
机译:与河流相关的主要风险之一是洪水,管理河流的理想方式是降低严重洪水的风险而不影响正常的河流运营。洪水风险主要由支流中的不确定流入。由于不确定和流出,河流控制问题在本文中为多次机会受限的优化问题(M-CCP),在随机MPC设置内。 M-CCPS难以解决,本文提出了优化和测试算法,以查找此类问题的近似解。该算法是我们以前提案的显着改进的版本[1]。算法的每个步骤都有严格的概率限制支持,并且在模拟的河流示例中证明了算法的有用性。

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