用现象学研究驱动动态建模

Nathan A. Minami
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摘要

数学建模和仿真中最困难的一个方面是开发数据来驱动模型和学习。当主题涉及诸如压力和感知等难以量化的无形变量和概念时,这一点尤其困难。本文描述了如何在与主题专家的深度现象学访谈中收集的定性数据可用于驱动模型。它还提供了叛乱战争和联盟以及阿富汗国民政府在过去十年中的表现的案例研究。美国政府已经在阿富汗战争上花费了3000多亿美元。尽管使用了这些资源,但在该国建立稳定的目标尚未实现。20名在阿富汗有6个月或6个月以上经验的美国陆军军官从一个特定群体中随机选出。然后对参与者进行采访,以确定他们在打击叛乱中的经历的意义。数据分析包括按问题组织回答,以确定趋势、模式和主题的频率;并在本研究的背景下发展资源配置与稳定性的结构和结构描述。然后将数据转换为查找表,这些表可用于建模、校准和将定量值归因于动态叛乱模型中的各种变量。然后创建了一个概念验证模型,以展示结合了定量数学科学和定性研究方法的质量的模型背后的潜在效用和力量。
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Using Phenomenological Research to Drive Dynamic Modeling
One of the most difficult aspects in mathematical modeling and simulation is developing data to drive models and learning. This is particularly difficult when the subject involves intangible variables and concepts such as stress and perceptions that are difficult to ascribe a quantitative value to. This paper provides a description of how qualitative data collected during in depth phenomenological interviews with subject matter experts can be used to drive models. It also provides a case study of insurgency warfare and coalition and Afghan National Government performance during the last ten years. The U.S. government has spent more than $300 billion on the war in Afghanistan. Despite the employment of these resources, the goal of creating stability in the country has not been achieved. Twenty U.S. Army officers with six or more months of experience in Afghanistan were selected by random choice from a specific group. The participants were then interviewed to determine the meaning of their experiences in fighting an insurgency. Data analysis included organizing responses by question to identify the frequency of trends, patterns, and themes; and development of textural and structural descriptions of resource allocation and stability within the context of this study. Data was then transformed to create look-up tables that can be used to model, calibrate, and ascribe quantitative values to various variables in a dynamic insurgency model. A proof of concept model was then created to demonstrate the potential utility and power behind a model that combines the qualities of quantitative mathematical science and qualitative research methodology.
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