模型验证(Mv)的公司治理(CG): ROEg、看跌期权平价(Pcp)和Yule-Simpson悖论(Ysp)作为Mv约束下金融风险评估和估值的原型模型的微观CG说明

Henry Wurts
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引用次数: 1

摘要

本文以多种方式建立在Wurts (2018a,b)的基础上。它(1)引入了股本收益率变量g (ROEg)方程作为附加的原型模型,作为基于意见的分析模型;(2)引入了两个额外的明线测试(BLT)(分别解决Yule-Simpson悖论(YSP)和ROEg作为经验模型和基于意见的模型的原型,以补充BLT作为买卖权平价(PCP)的原型分析模型);(3)增加了额外的注意力方向工具(例如,五个示范(5D)和定义和简化故事和模型(DSSM)框架,都有助于解决广泛的验证问题)和一系列命名的类比,可以更广泛地应用于帮助识别模型修辞中的偏见说服,(4)详细阐述了(4a)公司治理(CG)关于模型验证(MV)的问题,(4b)模型验证理论(TMV)的要求,(4c)原型CGMV故事,(4d) NEP-WED框架。具体来说,(5)引入了DSSM框架,以提供语言来帮助理解模型如何在抽象意义上失败;也就是说,因为它不能回答由关注问题(IOC)的定义故事所提供的兴趣问题(QOI),可能(6)与论证的力量相关的一连串恶化(6a)模型打算解决的简化故事丢失了太多信息(即变得过于“程度消极”),(6b)导致简化模型无法真正回答QOI(即,最小模型故事甚至不足以回答由简化故事提出的IOC), (6c)有时会导致可疑的建模者在定义故事或简化故事中添加不存在的信息(即,因此,“积极程度”),从而创建伴随的最大模型故事,其中充满了不支持的“积极程度”假设,这些假设影响了超出合理推理的结论。总之,(7)5D和DSSM工具为(7a)主动识别推理问题以避免模型炸毁公司和(7b)作为法医分析,反应性地识别,特别是模型如何炸毁公司提供了框架。总之,他们解决了一个共同问题的两个方向:模型实际上回答了什么问题,不管倡导者声称它可以回答什么,正在回答什么?关键结论是合理的:(1)ROEg模型有助于说明会计报告计量如何不足以衡量企业利益的经济风险,(2)PCP模型有助于确定套利力量可能不够强大,不足以证明在企业财务背景下使用无套利定价模型是合理的,(3)YSP模型说明回归方程系数估计通常不足以作为因素敏感性的孤立绩效度量。然而,这样的结论可以推广到更复杂的模型。
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On the Corporate Governance (CG) of Model Validation (Mv): A Micro-CG Illustration of ROEg, Put-Call Parity (Pcp), and Yule-Simpson Paradox (Ysp) As Archetypal Models of Financial Risk Evaluation and Valuation Subject to Mv
This paper builds on Wurts (2018a,b) in a variety of ways. It (1) introduces a Return-on-Equity variable g (ROEg) equation as an additional archetypal model, as an opinion-based analytical model, (2) introduces two additional bright-line tests (BLT) (to address Yule-Simpson Paradox (YSP) and ROEg as archetypes for empirical and opinion-based models, respectively, to complement the BLT for the Put-Call Parity (PCP) as an archetypal analytical model), (3) adds additional attention-direction tools (e.g., the Five Demonstrations (5D) and the Defining and Simplifying Story and Model (DSSM) frame, both to help resolve the broad validation issue) and a host of named analogies that can be applied more broadly to help identify biased persuasion within the rhetoric of models, (4) elaborates more on (4a) corporate governance (CG) issues regarding model validation (MV), (4b) requirements for theories of model validation (TMV), (4c) the archetypal CGMV story, and (4d) the NEP-WED frame. Specifically, (5) a DSSM frame is introduced to provide language to help understand how a model can fail in perhaps an abstract sense; namely, because it cannot answer the question of interest (QOI) provided by the Defining Story of the issue of concern (IOC), with perhaps (6) a cascade of deterioration with respect to the power of an argument as (6a) the Simplifying Story the model is intended to address has lost too much information (i.e., become too “degree negative”), (6b) leading to a Simplifying Model that cannot really answer the QOI (i.e., the Minimal Model Story is insufficient to even answer the IOC presented by the Simplifying Story), (6c) sometimes leading questionable modelers to add information that did not exist (i.e., hence, “degree positive”) in either the Defining or Simplifying Story, creating an accompanying Maximal Model Story laden with unsupportable “degree positive” assumptions that influence conclusions beyond sensible inference. Together, (7) the 5D and DSSM tools provide frames to both (7a) proactively identify inference concerns to avoid having a model blow-up a company and (7b) reactively identify, as forensic analysis, specifically how a model blew-up a company. Together, they address two directions of a common question: what question does the model actually answer, regardless of what advocates claim it can answer and is answering? Key conclusions are justified: (1) the ROEg model helps illustrate how accounting reporting measurements may be inadequate for measuring economic risks of corporate interest, (2) the PCP model helps identify that arbitrage forces may not be strong enough to justify the use of arbitrage-free pricing models in a corporate finance context, and (3) the YSP model illustrates that regression equation coefficient estimates are often inadequate as isolated performance measures of factor sensitivities. And yet, such conclusions can be generalized toward more-complex models.
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