盈余管理检测:本福德定律在商业实践中的实际应用

Dominika Gajdosikova, Marek Nagy, K. Valaskova
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引用次数: 0

摘要

背景:本福德定律指的是许多现实生活数据源中数字的频率分布,它表明存在一组自然发生的数字,这有助于提醒企业可能出现的错误、潜在的欺诈、操纵行为或其他违规行为。目的:本文的主要目的是将本福德定律应用于斯洛伐克的条件,并验证其在商业实践中的成功实施。方法:应用定义数字出现频率的数学原理来识别操纵行为。本福德定律是基于这样一个假设:数列遵循某些可以预测的公式。示例:法律在农业部门得到验证,而农业部门往往与金融欺诈有关。结果:分析的结果证实了该方法在企业盈余管理实践检测过程中的相关性。结论:因此,可以得出结论,研究人员和会计师经常将金融交易数据的前导数字与Benford曲线进行比较,以发现可能表明欺诈的异常并发现数字异常。含义:分析人员可以使用该定律来检测数据中的某些波动,这些波动可能是欺诈报告的信号。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
EARNINGS MANAGEMENT DETECTION: PRACTICAL APPLICATION OF BENFORD’S LAW IN BUSINESS PRACTICE
Background: Benford's Law referring to the frequency distribution of digits in many real-life sources of data states that there is a naturally occurring set of numbers, which can help alert enterprises to possible errors, potential fraud, manipulation practices, or other irregularities. Aim: The main aim of this paper was to apply Benford's law to the Slovak conditions, and verify its successful implementation in commercial practice. Methods: To identify the manipulation practices, this mathematical principle defining the frequency of occurrence of digits was applied. Benford's law is based on the assumption that the sequences of numbers follow certain formulas that can be predicted. Sample: The law is verified in the agricultural sector, which is often connected with financial fraud. Results: The outputs of the analysis confirm the relevance of this method usage in the process of the detection of earnings management practices in enterprises. Conclusions: Thus, it can be concluded, that researchers and accountants often compare the leading digits of financial transaction data to a Benford curve to spot anomalies that may indicate fraud and discover numerical anomalies. Implications: Analysts can use this law to detect certain fluctuations in data that may signal fraudulent reporting.
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