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Application of Brusov-Filatova-Orekhova Theory (BFO Theory) and Modigliani-Miller Theory (MM Theory) in Rating

机译:Brusov-Filatova-Orekhova理论(BFO理论)和Modigliani-Miller理论(MM理论)在评级中的应用

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The paper is devoted to application of Brusov-Filatova-Orekhova theory (BFO theory) and Modigliani-Miller theory (MM theory) in rating. A serious modification of both theories in order to use them in rating procedure has been required. The financial “ratios” (main rating parameters) were introduced into both these theories. The necessity of an appropriate use of financial flows discounting in rating methodologies is discussed. The dependence of the weighted average cost of capital (WACC), which plays the role of discount rate, on coverage and leverage ratios is analyzed. The use of BFO theory allows applying obtained results for real economics, for companies with finite lifetime, introduce a factor of time into theory, estimate the creditworthiness of companies of arbitrary lifetime (or arbitrary age), introduce the financial flows discounting, using the correct discount rate etc. Obtained results made possible to use the power of these theories in the rating and create a new base for rating methodologies, by other words this allows develop a new approach to methodology of rating, requiring a serious modification of existing rating methodologies. The article is organized as follows: In Section 2, we modify for the first time the Modigliani-Miller theory (perpetuity limit of BFO theory) for rating needs and introduce the financial “ratios” (a direct and inverse) into this theory. As well we analyze here the dependence of company’s weighted average cost of capital (WACC) on the coverage ratios and on the leverage ones. In Section 3, we discuss the method of evaluation of the discount rate with using one or a few financial “ratios”. In Section 4, the conclusions concerning the application of perpetuity limit of the modern theory of capital structure—BFO theory (MM theory) in rating have been done. In Section 5, we modify for the first time the general version of BFO theory (for companies of arbitrary age) for rating needs and introduce the financial “ratios” (a direct and inverse) into this theory. Here we as well analyze the dependence of company’s weighted average cost of capital (WACC) on the coverage ratios and on the leverage ones. We make calculations for two company ages (three and five years) in order to demonstrate that developed approach could be applied for companies of arbitrary age and to have a possibility to compare results for companies of different ages. Section 6 is devoted to conclusions made by the analysis of obtained results. Application of developed methods to rating is discussed here as well as completely new horizons which are opening in the rating industry via this investigation.
机译:本文致力于将布鲁索夫-菲拉托娃-奥列霍娃理论(BFO理论)和莫迪利亚尼-米勒理论(MM理论)应用于评级。为了对评级理论使用它们,需要对这两种理论进行认真的修改。在这两种理论中都引入了财务“比率”(主要评级参数)。讨论了在评级方法中适当使用财务流量折现的必要性。分析了加权平均资本成本(WACC)在贴现率和杠杆比率方面的依赖性,WACC在贴现率中起着作用。 BFO理论的使用允许将获得的结果应用于实体经济学,对于寿命有限的公司,在理论中引入时间因素,估算任意寿命(或任意年龄)的公司的信誉,使用正确的方法引入财务流量折现折现率等。获得的结果使得可以利用这些理论在评级中的力量并为评级方法建立新的基础,换句话说,这允许开发一种新的评级方法,需要对现有评级方法进行认真的修改。本文的组织结构如下:在第2节中,我们首次针对评级需求修改了Modigliani-Miller理论(BFO理论的永久性限制),并将金融“比率”(正向和反向)引入该理论。同样,我们在这里分析公司的加权平均资本成本(WACC)对资产负债率和杠杆率的依赖性。在第3节中,我们讨论使用一个或几个财务“比率”评估折现率的方法。在第4节中,得出了有关将现代资本结构理论的永久性极限——BFO理论(MM理论)应用于评级的结论。在第5节中,我们首次修改了BFO理论(适用于任意年龄的公司)的通用版本(用于满足任意年龄的公司),并将其引入财务“比率”(正向和反向)。在这里,我们还分析了公司的加权平均资本成本(WACC)对覆盖率和杠杆率的依赖性。我们对两个公司年龄(三年和五年)进行了计算,以证明已开发的方法可以应用于任意年龄的公司,并有可能比较不同年龄的公司的结果。第6节专门介绍通过对获得的结果进行分析得出的结论。本文讨论了已开发方法在评级中的应用以及通过此调查在评级行业中打开的全新视野。

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