贝叶斯网络:理解ICT采用的探索性工具

S. Nedevschi, J. Sandhu, J. Pal, Rodrigo Fonseca, K. Toyama
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引用次数: 11

摘要

考虑到直接和间接影响新兴地区技术采用的社会经济因素之间复杂的相互关系,理解新兴地区的技术采用具有挑战性。技术采用项目的影响评估问题,特别是在现有技术非常有限的领域所执行的项目的影响评估问题非常成问题,而且在方法上存在许多困难。人种学评价提供了对相互作用质量和技术概念及其采用的见解,而一些定量分析对高层次抽象是有用的。在本文中,我们研究了贝叶斯网络作为工具的使用,该工具可用于揭示人口、社会和经济因素之间的关系结构,以及各种技术的渗透。我们的假设是,新兴地区的技术采用案例显示出独特的聚合特征,使基于贝叶斯网络的分析成为定义项目分析中变量之间关系的有用起点。我们比较了贝叶斯网络在分析两个数据集时的可用性:(1)对里约热内卢14个贫民窟的500名受访者进行了详细调查;(2)对印度喀拉拉邦Akshaya电话亭倡议的998名用户进行了全面调查。我们的插图展示了贝叶斯网络作为统计分析工具是如何有用的,它揭示了新的假设,提出了数据中意想不到的相关性,并证实了现有的假设
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Bayesian Networks: an Exploratory Tool for Understanding ICT Adoption
Understanding technology adoption in emerging regions is challenging given the complex interrelations among socioeconomic factors that affect it directly and indirectly. The issue of impact assessment of technology adoption projects, especially the kind implemented in areas where prior technology has been very limited, is highly problematic and open to many methodological difficulties. Ethnographic evaluations have provided insight into the quality of interactions and into conceptions of technology and its adoption, whereas some quantitative analysis has been useful for high-level abstraction. In this paper, we examine the use of Bayesian networks as tools that can be used in revealing the structure of the relationships between demographic, social, and economic factors, and penetration for various technologies. Our hypothesis is that technology adoption cases in emerging regions display unique aggregated characteristics that make Bayesian network-based analysis a useful starting point in defining relationships between variables in project analysis. We compare the usability of Bayesian networks in analyzing two data sets: (1) a detailed survey focusing on 500 respondents across 14 favelas in Rio de Janeiro; and (2) a comprehensive survey of 998 users of the Akshaya tele-kiosk initiative in Kerala, India. Our illustrations show how Bayesian networks can be useful as statistical analysis tools that reveal new hypotheses, suggest unintended correlations in data, and confirm standing hypotheses
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