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Fractal Distribution Found in Littering of Cigarette Butts - Observation and Model Analysis -

机译:在烟头乱扔垃圾时发现的分形分布 - 观察和模型分析 -

摘要

The statistical characteristics of the littering of cigarette butts are investigated, in the campus of University of Fukui and several other public places. It was found that the distribution of the number of butts littered at one spot follows a power law, cn(x)~x-a where cn(x) is the number of spots in which more than or equal to x butts are found. We developed a simple model for the littering behavior on the basis of a well-known principle, “littering attracts littering”. According to our model, the power exponent of cn(x) is equal to, α=1/pƒ, where pƒ is defined as the followers rate, the probability that a person litters to spot that already has butts rather than creating a new littering spot. The followers rate determined from the power law found in the littering data, pƒ=1/α agrees reasonably well with the attitude survey results of a questionnaire conducted for the students.
机译:在福井大学校园和其他一些公共场所,调查了烟头乱扔垃圾的统计特征。发现在一个地点散落的烟头数量的分布遵循幂定律cn(x)〜x-a,其中cn(x)是发现大于或等于x个烟头的地点数量。我们根据众所周知的原理(乱扔垃圾吸引乱扔垃圾)开发了一个简单的乱抛垃圾行为模型。根据我们的模型,cn(x)的幂指数等于α= 1 /pƒ,其中pƒ定义为关注者比率,即人们发现已经乱丢垃圾而不是创建新乱抛垃圾的概率。点。根据乱抛垃圾数据中的幂定律确定的追随者比率pƒ= 1 /α与针对学生的问卷调查的态度调查结果相当吻合。

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