Since Benford’s law is an empirical phenomenon that occurs in a range of data sets, this raises the question as to whether or not the same thing might be true in terms of the Chinese income distribution data. We focus on the first significant digit (FSD) distribution of Chinese micro income data from the 2005 Inter-Census sample, which corresponds to 1% of Chinese population and other micro income data from the China family panel studies (CFPS) and Chinese General Social Survey (CGSS). We use information theoretic-entropy based methods to investigate the degree to which Benford’s FSD law is consistent with the FSD of Chinese income data and our findings suggest consistency between the Chinese FSD income distribution and Benford’s distributi...
In this paper, we will see that the proportion of d as p th digit, where p > 1 and d ∈ 0, 9, in data...
The 29th European Signal Processing Conference (EUSIPCO 2021), Dublin, Ireland, 23-27 August 2021Man...
Benford's law states that the leading digits of many data sets are not uniformly distributed from on...
In this paper, we focus on the first significant digit (FSD) distribution of European micro income d...
In this paper, we consider the question and present evidence as to whether or not Benford’s exponent...
With income data from Chinese household income projects in 1998-2002, we study the functional form o...
We use information theoretic information recovery methods, on a 2005 sample of household income data...
We discuss a common suspicion about reported financial data, in 10 industrial sectors of the 6 so ca...
Since the 1998 "wind of falsification and embellishment," Chinese official statistics on gross domes...
A mathematical expression known as Benford’s law provides an example of an unex-pected relationship ...
The quasi-empirical Benford law predicts that the distribution of the first significant digit of ran...
Context. Benford’s law states that for scale- and base-invariant data sets covering a wide dynamic r...
Data insufficiency has become the primary factor affecting research on income disparity in China. To...
More than 100 years ago it was predicted that the distribution of first digits of real world observa...
ABSTRACT. Benford’s law states that many data sets have a bias towards lower leading digits (about 3...
In this paper, we will see that the proportion of d as p th digit, where p > 1 and d ∈ 0, 9, in data...
The 29th European Signal Processing Conference (EUSIPCO 2021), Dublin, Ireland, 23-27 August 2021Man...
Benford's law states that the leading digits of many data sets are not uniformly distributed from on...
In this paper, we focus on the first significant digit (FSD) distribution of European micro income d...
In this paper, we consider the question and present evidence as to whether or not Benford’s exponent...
With income data from Chinese household income projects in 1998-2002, we study the functional form o...
We use information theoretic information recovery methods, on a 2005 sample of household income data...
We discuss a common suspicion about reported financial data, in 10 industrial sectors of the 6 so ca...
Since the 1998 "wind of falsification and embellishment," Chinese official statistics on gross domes...
A mathematical expression known as Benford’s law provides an example of an unex-pected relationship ...
The quasi-empirical Benford law predicts that the distribution of the first significant digit of ran...
Context. Benford’s law states that for scale- and base-invariant data sets covering a wide dynamic r...
Data insufficiency has become the primary factor affecting research on income disparity in China. To...
More than 100 years ago it was predicted that the distribution of first digits of real world observa...
ABSTRACT. Benford’s law states that many data sets have a bias towards lower leading digits (about 3...
In this paper, we will see that the proportion of d as p th digit, where p > 1 and d ∈ 0, 9, in data...
The 29th European Signal Processing Conference (EUSIPCO 2021), Dublin, Ireland, 23-27 August 2021Man...
Benford's law states that the leading digits of many data sets are not uniformly distributed from on...