Burns & Krygier (2015) demonstrated that people could exhibit a strong bias towards the smaller first digits, in a way similar to that described by Benford’s law. This paper sought to expand the scope of this phenomenon and to test a possible explanation, the Recognition Hypothesis that a Benford bias is due to life-long environmental exposure to this statistical relationship. Participants completed three numerical tasks: A Generation Task requiring answering trivia questions; a Selection Task requiring selecting between two numerical responses; and an Estimation task requiring estimating the number of jelly beans in a jar. The results found no evidence of any first digit effect in the Recognition Task, some evidence of Benford bias in ...
Benford’s law is frequently used to evaluate the likihood that data is misrepresentative. Typically ...
There is some evidence that human subjects preferentially select small numbers when asked to sample ...
In this paper, we will see that the proportion of d as leading digit, d ∈ 1, 9, in data (obtained th...
Burns & Krygier (2015) demonstrated that people could exhibit a strong bias towards the smaller ...
Decision making under uncertainty has been investigated by looking for regularities due to the appli...
My Poster is on the history and application of Benford’s law. This is a law that states that the lea...
*For data collection I would like to thank Regula Bieri (section III), Ben Jann (Experiments 1 and 3...
In this paper, we will see that the proportion of d as p^th digit, where p>1 and d in [[0,9]], in...
More than 100 years ago it was predicted that the distribution of first digits of real world observa...
Benford's law states that the leading digits of many data sets are not uniformly distributed from on...
More than 100 years ago it was predicted that the distribution of first digits of real world observa...
Benford's law is an empirical "law'' governing the frequency of leading digits in numerical data set...
Benford’s Law, also known as the first-digit law, has long been seen as a tantalizing and mysterious...
Benford’s Law predicts the frequency of the leading digit in numbers met in a wide range of naturall...
How numerical quantity is processed is a central issue for cognition. On the one hand the “number se...
Benford’s law is frequently used to evaluate the likihood that data is misrepresentative. Typically ...
There is some evidence that human subjects preferentially select small numbers when asked to sample ...
In this paper, we will see that the proportion of d as leading digit, d ∈ 1, 9, in data (obtained th...
Burns & Krygier (2015) demonstrated that people could exhibit a strong bias towards the smaller ...
Decision making under uncertainty has been investigated by looking for regularities due to the appli...
My Poster is on the history and application of Benford’s law. This is a law that states that the lea...
*For data collection I would like to thank Regula Bieri (section III), Ben Jann (Experiments 1 and 3...
In this paper, we will see that the proportion of d as p^th digit, where p>1 and d in [[0,9]], in...
More than 100 years ago it was predicted that the distribution of first digits of real world observa...
Benford's law states that the leading digits of many data sets are not uniformly distributed from on...
More than 100 years ago it was predicted that the distribution of first digits of real world observa...
Benford's law is an empirical "law'' governing the frequency of leading digits in numerical data set...
Benford’s Law, also known as the first-digit law, has long been seen as a tantalizing and mysterious...
Benford’s Law predicts the frequency of the leading digit in numbers met in a wide range of naturall...
How numerical quantity is processed is a central issue for cognition. On the one hand the “number se...
Benford’s law is frequently used to evaluate the likihood that data is misrepresentative. Typically ...
There is some evidence that human subjects preferentially select small numbers when asked to sample ...
In this paper, we will see that the proportion of d as leading digit, d ∈ 1, 9, in data (obtained th...