Context. Benford’s law states that for scale- and base-invariant data sets covering a wide dynamic range, the distribution of the first significant digit is biased towards low values. This has been shown to be true for wildly different datasets, including financial, geographical, and atomic data. In astronomy, earlier work showed that Benford’s law also holds for distances estimated as the inverse of parallaxes from the ESA HIPPARCO
International audienceWorking with a large temporal dataset spanning several decades often represent...
This project investigates the first digit probabilities of real-world functions. Environmental data ...
The quasi-empirical Benford law predicts that the distribution of the first significant digit of ran...
Benford's Law states that the frequency distribution of significant digits of data sets representing...
More than 100 years ago it was predicted that the distribution of first digits of real world observa...
Benford distributions of leading digits arise in a multitude of everyday settings, yet the establish...
NOTE: This is an interactive visualization. Benford’s law is about a frequency distribution of nu...
Benford's law is nowadays extremely popular (see e.g. http://en.wikipedia.org/...). It is usually cl...
Wediscuss a common suspicion about reported financial data, in 10 industrial sectors of the 6 so ca...
The diverse applications of the Benford law attract investigators working in various fields of physi...
Benford’s Law predicts the frequency of the leading digit in numbers met in a wide range of naturall...
In this paper, we consider the question and present evidence as to whether or not Benford’s exponent...
In this paper, we will see that the proportion of d as p th digit, where p > 1 and d ∈ 0, 9, in data...
We discuss a common suspicion about reported financial data, in 10 industrial sectors of the 6 so ca...
The Benford’s Law predicts that the distribution of first digits of real world observations is not u...
International audienceWorking with a large temporal dataset spanning several decades often represent...
This project investigates the first digit probabilities of real-world functions. Environmental data ...
The quasi-empirical Benford law predicts that the distribution of the first significant digit of ran...
Benford's Law states that the frequency distribution of significant digits of data sets representing...
More than 100 years ago it was predicted that the distribution of first digits of real world observa...
Benford distributions of leading digits arise in a multitude of everyday settings, yet the establish...
NOTE: This is an interactive visualization. Benford’s law is about a frequency distribution of nu...
Benford's law is nowadays extremely popular (see e.g. http://en.wikipedia.org/...). It is usually cl...
Wediscuss a common suspicion about reported financial data, in 10 industrial sectors of the 6 so ca...
The diverse applications of the Benford law attract investigators working in various fields of physi...
Benford’s Law predicts the frequency of the leading digit in numbers met in a wide range of naturall...
In this paper, we consider the question and present evidence as to whether or not Benford’s exponent...
In this paper, we will see that the proportion of d as p th digit, where p > 1 and d ∈ 0, 9, in data...
We discuss a common suspicion about reported financial data, in 10 industrial sectors of the 6 so ca...
The Benford’s Law predicts that the distribution of first digits of real world observations is not u...
International audienceWorking with a large temporal dataset spanning several decades often represent...
This project investigates the first digit probabilities of real-world functions. Environmental data ...
The quasi-empirical Benford law predicts that the distribution of the first significant digit of ran...