Benford's Law is a mathematical tool widely used in forensic accounting and auditing to detect numerical anomalies that may indicate fraud. This study explores its applicability in identifying financial fraud, with a focus on the MiMedx case, where deviations from the expected digit distribution revealed irregularities suggesting revenue manipulation. By applying Benford's Law, auditors identified an unusually high frequency of certain digits, raising suspicions of financial misrepresentation. The analysis confirms that statistical deviations from Benford's expected pattern can serve as a red flag for fraud detection. This method enables auditors and investigators to pinpoint suspect transactions efficiently, reducing the time and resources needed for fraud investigations. The case study demonstrates that integrating Benford's Law into financial auditing enhances fraud detection and strengthens financial transparency. Future research should explore its applications in emerging digital transactions and blockchain-based financial reporting.
Harea et al. (Sun,) studied this question.
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