基于Fisher-Snedecor统计和Shannon熵的社会二元性识别:利马市街头犯罪和高机动车流量的人工智能识别

H. Nieto-Chaupis
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引用次数: 2

摘要

当香农熵和Fisher-Snedecor统计数据一起工作时,这可以进入人工智能方案,以解决社会问题,例如识别街头犯罪和车辆混乱急剧发生的令人担忧的空间点。本文构建了一个预测这些异常社会事件的计算方案。为此,我们使用谷歌地球地图。fisher - snedecor和Shannon的熵数学机制有助于建立识别这些社会事件的概率方案。在进行计算仿真时,将输出的仿真结果与官方数据进行匹配。对于利马市,我们的模型与真实数据相匹配,精度为85%。这一结果被解释为随机模型利用人工智能与随机形式相结合,分析和测量大城市的街头犯罪和车辆交通等社会异常现象的能力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Identification of the Social Duality: Street Criminality and High Vehicle Traffic in Lima City by Using Artificial Intelligence Through the Fisher-Snedecor Statistics and Shannon’s Entropy
When Shannon’s entropy and Fisher-Snedecor statistics are working together, this can enter into a scheme of artificial intelligence to tackle social problems such as the identification of worrisome spatial points where street criminality and vehicle’s chaos is happening sharply. In this paper we construct a computational scheme to anticipate these abnormal social events. For this end we use Google-earth maps. The Fischer-Snedecor and Shannon’s entropy mathematical machinery have served to build schemes of probabilities to identify these social events. When computational simulations are done we perform matching of output ‘s simulation and official data. For the case of Lima city our modeling matches the one from real data with an accuracy of order of 85%. This result is translated as the capability of the stochastic models to analyze and measure social abnormalities such as street criminality and vehicle traffic in large cities using artificial intelligence in conjunction to stochastic formalisms.
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