Book contents
- Applying Benford’s Law for Assessing the Validity of Social Science Data
- Applying Benford’s Law for Assessing the Validity of Social Science Data
- Copyright page
- Contents
- Figures
- Tables
- Preface
- Acknowledgments
- Chapter 1 Introduction
- Chapter 2 Validity and Self-Reported Data
- Chapter 3 Benford’s Law and Assessing Conformity
- Chapter 4 Data Characteristics and the Workflow of Benford Agreement Analysis
- Chapter 5 Benford Agreement Analysis of the Sea Around Us Project’s Fish-Landings Data
- Chapter 6 Benford Agreement Analysis of US and Global COVID-19 New Cases Data
- Chapter 7 Assessing the Impacts of Problematic Benford Validity
- Chapter 8 Conclusion
- References
- Index
Chapter 3 - Benford’s Law and Assessing Conformity
Published online by Cambridge University Press: 09 November 2023
- Applying Benford’s Law for Assessing the Validity of Social Science Data
- Applying Benford’s Law for Assessing the Validity of Social Science Data
- Copyright page
- Contents
- Figures
- Tables
- Preface
- Acknowledgments
- Chapter 1 Introduction
- Chapter 2 Validity and Self-Reported Data
- Chapter 3 Benford’s Law and Assessing Conformity
- Chapter 4 Data Characteristics and the Workflow of Benford Agreement Analysis
- Chapter 5 Benford Agreement Analysis of the Sea Around Us Project’s Fish-Landings Data
- Chapter 6 Benford Agreement Analysis of US and Global COVID-19 New Cases Data
- Chapter 7 Assessing the Impacts of Problematic Benford Validity
- Chapter 8 Conclusion
- References
- Index
Summary
Chapter 3 describes and illustrates the Benford probability distribution. A brief summary of the origin and evolution of the Benford distribution is drawn and the development and assessment of various measures of goodness of fit between an empirical distribution and the Benford distribution are described and illustrated. These masures are Pearson’s chi-squared, Wilks’ likelihood-ratio, Hardy and Ramanujan’s partition theory, Fisher’s exact test, Kuiper’s measure, Tam Cho and Gaines’ d measure, Cohen’s w measure, and Nigrini’s MAD measure.
Keywords
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- Information
- Publisher: Cambridge University PressPrint publication year: 2023