Bond-Valuation and Default-Risk Re-examined: A Post Reduced-Form Model Based on Integer Migration and Portfolio Migration

B. Barnard
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引用次数: 1

Abstract

The study re-examines bond valuation and default risk, by considering and relaxing assumptions regarding integer rating migration, and portfolio rating migration, and consequently the implied degree of diversification. A reduced form model, based on (a) rating migration (matrix), serve as basis and starting point. The study subsequently moves towards a post reduced form bond valuation model, by considering portfolio migration and integer migration. Portfolio migration refers to actual counts of issues migrating across rating categories, between the intervals of the portfolio – the number of issues with a particular rating at a particular point in time. Integer migration considers the fact that only integer counts of issues can migrate. Both portfolio and integer migration imply more sophisticated interpretation of rating migration matrices. Portfolio migration and integer migration result in interval rating category issue count probability distributions, and issue interval rating category intensity (probability) probability distributions, and consequently cause more sophisticated issue interval cash flow distributions to form. The resultant post reduced form model issue price results are encouraging and promising, and are briefly considered.
债券估值与违约风险的再检验:一个基于整数迁移和投资组合迁移的后约简模型
该研究通过考虑和放宽关于整数评级迁移和投资组合评级迁移的假设,以及由此隐含的多元化程度,重新审视了债券估值和违约风险。基于(A)评级迁移(矩阵)的简化形式模型作为基础和起点。通过考虑投资组合迁移和整数迁移,研究随后转向后简化形式债券估值模型。投资组合迁移指的是跨评级类别迁移的问题的实际计数,在投资组合的间隔之间—在特定时间点具有特定评级的问题的数量。整数迁移考虑的事实是,只有整数计数的问题可以迁移。组合迁移和整数迁移都意味着对评级迁移矩阵的更复杂的解释。组合迁移和整数迁移导致区间评级类别发行数量概率分布和发行区间评级类别强度(概率)概率分布,从而形成更复杂的发行区间现金流量分布。由此产生的邮政简化形式模型发行价格结果是令人鼓舞和有希望的,并简要考虑。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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