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ON THE OPTIMAL DESIGN OF RISK RETENTION IN SECURITISATION

机译:证券化风险防范的优化设计

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This paper examines the optimal design of retention in securitisation, in order to maximize welfare of screening per unit of retention, assuming that screening is costly and that the bank intends to securitise its loans. In contrast to the focus of previous literature on tranche retention, we deviate from the constitutional mechanisms of tranche retention to present a pareto-optimal method of tranche retention. Unlike the current ad-hoc-regulations, we derive the optimal design of retention from a utility maximization problem. We show that the level of retention per tranche should be dependent on the rate of credit default, i.e. the higher the rate of default, the higher the optimal rate of retention required to provide an incentive to screen carefully. From this approach, it follows that the rate of retention per tranche should be higher, the higher the position within the ranking order of subordination. Accordingly, the efficiency of tranche retention can be enhanced, reducing the level of retention required to maintain a given level of screening-effort. This retention design entails a recovery of the bank’s equity capital, thereby increasing liquidity and lending capacities.
机译:本文考察了证券化保留的最佳设计,以使每个保留单位的筛查福利最大化,并假设筛查成本高昂,并且银行打算对其贷款进行证券化。与以前的文献有关付款保留的重点相反,我们偏离了付款保留的构成机制,提出了一种最优的付款保留方法。与当前的临时法规不同,我们从效用最大化问题中得出最优的保留设计。我们表明,每档的保留水平应取决于信用违约率,即违约率越高,提供激励以进行仔细筛选的最佳保留率越高。通过这种方法,可以得出结论,在从属排序顺序中的位置越高,则每档的保留率应该越高。因此,可以提高批次保留的效率,降低维持给定筛选努力水平所需的保留水平。这种保留设计需要收回银行的股本,从而提高流动性和借贷能力。

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