benford's law Antonyms

No Synonyms and anytonyms found

Meaning of benford's law

Wordnet

benford's law (n)

a law used by auditors to identify fictitious populations of numbers; applies to any population of numbers derived from other numbers

benford's law Sentence Examples

  1. Benford's Law states that the leading digit of many real-life data sets follows a specific distribution.
  2. The first digit of numbers in Benford's Law distribution is more likely to be smaller than in a uniform distribution.
  3. Benford's Law has applications in forensic accounting, detecting fraudulent data, and analyzing financial records.
  4. The distribution of leading digits predicted by Benford's Law holds true for a wide range of data sets, including population statistics, stock prices, and scientific measurements.
  5. Benford's Law can help identify anomalies in data and uncover potential errors or biases.
  6. The mathematical basis of Benford's Law lies in the concept of multiplicative processes and the central limit theorem.
  7. Benford's Law has been used to detect embezzlement, tax evasion, and other financial crimes.
  8. The accuracy of Benford's Law distribution decreases as the sample size gets smaller.
  9. Extensions of Benford's Law have been developed to analyze the distribution of multiple leading digits.
  10. Benford's Law provides a unique insight into the underlying patterns and properties of real-world data.

FAQs About the word benford's law

a law used by auditors to identify fictitious populations of numbers; applies to any population of numbers derived from other numbers

No synonyms found.

No antonyms found.

Benford's Law states that the leading digit of many real-life data sets follows a specific distribution.

The first digit of numbers in Benford's Law distribution is more likely to be smaller than in a uniform distribution.

Benford's Law has applications in forensic accounting, detecting fraudulent data, and analyzing financial records.

The distribution of leading digits predicted by Benford's Law holds true for a wide range of data sets, including population statistics, stock prices, and scientific measurements.