Student Selection of Random Digits

P. Boland, K. Hutchinson
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引用次数: 32

Abstract

The paper describes an investigation in which four groups of university students, of sizes 228, 111, 51 and 68, were asked to generate randomly a sequence of 25 digits from {0, 1, 2, 3, 4, 5, 6, 7, 8, 9}. Previous studies of this kind have suggested that people have tendencies to avoid repetition, to respond serially and to cycle. The aim of our investigation was to study further the nature and extent of people's biases. Particular emphasis was put on the frequency and spread of digits in a selection, as well as on aspects of repetition and clustering. The distribution of the number of clusters of size k was obtained, and our analysis includes the use of this distribution. Our results support previous research showing the very special (and less favoured) status of 0 but also show a strong tendency of students to balance selections and to avoid clustering and sequentially repeating digits.
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学生选择随机数字
这篇论文描述了一项调查,其中四组大学生,大小分别为228、111、51和68,被要求从{0,1,2,3,4,5,6,7,8,9}随机生成一个25位数的序列。之前的这类研究表明,人们有避免重复、连续反应和循环反应的倾向。我们调查的目的是进一步研究人们偏见的性质和程度。特别强调了数字在选择中的频率和分布,以及重复和聚类方面。得到了大小为k的簇的数量分布,我们的分析包括使用这个分布。我们的结果支持了先前的研究,显示了0的非常特殊(和不太受欢迎)的地位,但也显示了学生平衡选择和避免聚类和顺序重复数字的强烈倾向。
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