基于动态数字分析的决策支持服务——财务规划过程的质量指标

Jochen Martin, Thomas Setzer, F. Teschner, Tobias Conte, Christof Weinhardt
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引用次数: 2

摘要

企业财务控制中的决策通常是基于大量财务规划项目数据集的汇总,这些数据集来自众多具有不同财务规划流程和规划质量的公司。财务规划的质量通常通过使用公认的事后度量的结果来量化,例如规划准确性或计划与实际距离的替代衍生品(规划错误)。然而,用于度量规划过程本身质量的附加度量是强制性的。首先,控制器要确定可疑的规划数据和可能导致巨大规划错误的修订。其次,对有缺陷的规划过程的确定允许对规划准确性差的根本原因进行更深刻的分析。不幸的是,现在的管制员很少有关于如何评估运行计划过程的指导。这一点尤其正确,因为财务规划过程中复杂的数据结构往往隐含着未知的假设和动态。本文讨论了衡量财务规划质量的两个事前候选指标,即本福德定律和弱规划数据效率。这两种方法都适用于百余家企业的多年财务规划数据。提出了数值分析的结果,并提出了有关决策支持的第一个管理含义。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Decision Support Services Based on Dynamic Digital Analyses - Quality Metrics for Financial Planning Processes
Decision making in corporate financial controlling is typically based on the aggregation of huge data sets of financial planning items stemming from a multitude of companies with heterogeneous financial planning processes and planning quality. Quality of financial planning is usually quantified by its outcome using accepted ex-post metrics such as planning accuracy or alternative derivatives of plan versus actual distances (planning errors). However, additional metrics for measuring the quality of the planning processes themselves are mandatory. First, controllers want to determine suspicious planning data and revisions that will likely result in huge planning errors. Second, the determination of flawed planning processes allows for more profound root cause analysis of poor planning accuracy. Unfortunately, nowadays controllers have little guidance on how to assess running planning processes. This is particularly true because of the complex data structure in financial planning processes often underlying unknown assumptions and dynamics. This papers discusses two ex-ante candidate-metrics for measuring the quality of financial planning, namely Benford's Law and weak planning data efficiency. Both measures are applied to multi-year financial planning data from set of over hundred enterprises. The outcomes of numerical analysis are presented and first managerial implications regarding decision support are drawn.
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