农业综合企业投资组合管理中研发与生产计划整合的理论驱动实践方法

S. Bansal, G. Gutierrez, M. Nagarajan
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引用次数: 2

摘要

着眼于人口增长和天气模式变化的农业综合企业,正在大力投资开发能够提供更高产量、对天气波动不敏感的主要作物新品种。在本文中,我们描述了陶氏农业科学公司(现在的Corteva)多年来管理其玉米种子投资组合的努力,其中包括数百种种子,价值超过10亿美元。这项工作有两个相互作用的部分:(1)发展决策分析理论,从植物生物学专家提供的离散分位判断中估计新种子品种的产量分布;(2)制定优化方案,在产量不确定的情况下,利用南美备份生产的灵活性确定陶氏种子组合的年度生产计划。第一部分由研发函数拥有,提供产量概率分布作为第二部分优化协议的输入,第二部分由生产函数拥有。优化问题的结果,包括特定未来品种的吸引力信息,被返回给研发部门。这两个部分都包含了特定于该行业的上下文细节。在本文中,我们证明了这两个问题的线性策略的最优性。此外,线性策略具有许多吸引人的结构特性,这些特性在更复杂的问题实例中继续保持不变。我们开发的理论的一个主要优势是它可以以透明的方式实现,为管理人员提供了一个用户友好的实时决策支持工具。该理论的实施为陶氏公司带来了巨大的经济和管理效益。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Theory-Driven Practical Approach to Integrate R&D and Production Planning for Portfolio Management in Agribusiness
Agribusiness firms, with an eye toward increasing population and evolving weather patterns, are investing heavily into developing new varieties of staple crops that can provide higher yields and are robust to weather fluctuations. In this paper, we describe a multiyear effort at Dow Agrosciences (now Corteva) to manage its seed corn portfolio, which includes several hundred seeds and is valued at more than $1 billion. The effort had two mutually interacting parts: (1) developing a decision-analytic theory to estimate the production yield distributions for new seed varieties from discrete quantile judgments provided by plant biology experts and (2) developing an optimization protocol to determine Dow's annual production plan for the seed portfolio with the flexibility of backup production in South America, under production yield uncertainty. The first part, owned by the research and development (R&D) function, provides yield probability distributions as inputs to the optimization protocol of the second part, which the production function owns. The results of the optimization problem, which include information about the attractiveness of specific future varieties, are returned to R&D. Both parts incorporate contextual details specific to this industry. In this paper, we show the optimality of linear policies for both problems. Additionally, the linear policies have many attractive structural properties that continue to hold for the more complex instances of the problems. A major strength of the theory we developed is that it is implementable in a transparent fashion, providing managers with a user-friendly, real-time decision support tool. The implementation of the theory developed has led to significant monetary and managerial benefits at Dow.
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