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Environmental and water resources decision-making under uncertainty.

机译:不确定环境下的环境与水资源决策。

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摘要

Decision-making under uncertainty is an important area of study in numerous disciplines. The variety of quantitative methods that have been proposed to address environmental and water resources problems reflects the importance of this subject. In a review of the literature, methods were compared and contrasted and promising areas for future research were identified. Conclusions drawn from the review were that (1) large gains may be realized from cross-disciplinary research, (2) significant benefits may be realized from considering uncertainty, (3) advanced algorithms—probabilistic search methods and efficient methods for Bayesian analysis—and increased computing power should greatly extend the applicability of existing methods, and (4) in particular, decision-theoretic methods that have wide application for sequential decision-making. A new decision-theoretic method, Bayesian programming (BP), was developed that takes advantage of the increased computing power and improvements in Bayesian analysis methods. The method has wide applicability, suitable for problems in which there is (1) uncertainty in the modeling, (2) stochastic behavior in the systems that are modeled, (3) the possibility to reduce uncertainty through data collection, and (4) the opportunity for a recourse decision after a period of data collection. The approach combines systematic search methods (mathematical programming) and Bayesian statistical analysis techniques (Markov chain Monte Carlo) in a decision analysis framework.{09}The BP method is tested with application to a hypothetical, but realistic river basin management problem, using real data from the much-studied Athabasca River in Alberta, Canada. The management problem involves balancing the objectives of pulp mill development and water quality protection (dissolved oxygen). Results from application of the BP method were compared with those applying other methodologies. Examination of the results indicated that the BP method is a practical method worthy of additional research. Ultimately, it is hoped, this research will lead to computer-based tools that will improve environmental and water resources decision-making.
机译:不确定性下的决策是许多学科的重要研究领域。已经提出解决环境和水资源问题的各种定量方法反映了该主题的重要性。在文献综述中,对方法进行了比较和对比,并确定了未来研究的有希望的领域。审查得出的结论是(1)跨学科研究可能会带来巨大收益;(2)考虑不确定性可能会带来显着收益;(3)先进的算法-概率搜索方法和有效的贝叶斯分析方法-以及增加的计算能力应大大扩展现有方法的适用性,并且(4)特别是在顺序决策中具有广泛应用的决策理论方法。开发了一种新的决策理论方法,即贝叶斯编程(BP),该方法利用了计算能力的提高和贝叶斯分析方法的改进。该方法具有广泛的适用性,适用于以下问题:(1)建模存在不确定性;(2)建模系统中的随机行为;(3)通过数据收集减少不确定性的可能性;以及(4)经过一段时间的数据收集后,有机会做出决定。该方法在决策分析框架中结合了系统搜索方法(数学规划)和贝叶斯统计分析技术(马尔可夫链蒙特卡洛)。{09}对BP方法进行了测试,并将其应用于假设但现实的流域管理问题,数据来自加拿大艾伯塔省受到广泛研究的阿萨巴斯卡河。管理问题涉及制浆厂发展目标与水质保护(溶解氧)之间的平衡。将采用BP方法的结果与采用其他方法的结果进行了比较。结果检验表明,BP法是一种值得进一步研究的实用方法。最终,希望这项研究将导致基于计算机的工具,这些工具将改善环境和水资源的决策。

著录项

  • 作者

    Harrison, Kenneth Watson.;

  • 作者单位

    North Carolina State University.;

  • 授予单位 North Carolina State University.;
  • 学科 Engineering Environmental.; Operations Research.
  • 学位 Ph.D.
  • 年度 2002
  • 页码 163 p.
  • 总页数 163
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 环境污染及其防治;运筹学;
  • 关键词

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