Addressing Probationary Period within a Competing Risks Survival Model for Retail Mortgage Loss Given Default

R. Wood, David Powell
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引用次数: 1

Abstract

This paper builds on the established two-stage modeling framework for retail mortgages in which loss given default is computed as the product of property possession given default probability and loss given possession. In deriving the former, previous studies have suffered from a lack of clarity in their definitions of the post default outcomes of “cure” (no loss) and “possession” (some loss). The present study remedies this through the use of competing risks survival analysis, where to cure requires completion of a probationary period in which accounts return to nondefault status only when the ability to make repayments is demonstrated for a certain number of consecutive months (a recent regulatory requirement of the European Banking Authority). For loss given possession the distribution of survival time until this event can be conveniently used to appreciate the discounting of future receivables from property sale.
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考虑违约情况下零售抵押贷款损失的竞争风险生存模型中的试用期问题
本文建立在已建立的零售抵押贷款两阶段建模框架的基础上,其中违约损失计算为给定违约概率的财产占有与给定占有的损失的乘积。在推导前者时,之前的研究对违约后的结果“治愈”(没有损失)和“占有”(有一些损失)的定义缺乏明确。本研究通过使用竞争风险生存分析来解决这一问题,其中解决问题需要完成一个试用期,只有在连续几个月证明有能力偿还时,账户才能恢复到非违约状态(欧洲银行管理局最近的监管要求)。对于占有损失,在此事件发生之前的生存时间分配可以方便地用于对出售财产的未来应收账款的贴现进行增值。
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