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A mathematical model for multi-name credit based on community flocking

机译:基于社区植群的多名称信用数学模型

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We present a new mathematical model for multi-name credit that employs stochastic flocking. Flocking mechanisms have been used in a variety of models of biological, sociological and physical aggregation phenomena. As a direct application of a flocking mechanism, we introduce a credit risk model based on community flocking for a credit worthiness index. Correlations between different credit worthiness indices are explained in terms of communication rates and coupling strengths from the flocking system. Based on the flocking model, we compute credit curves for individual names and default time distributions. We also apply the proposed model to the pricing of credit derivatives such as credit default swaps and collateralized debt obligations.
机译:我们提出了一种采用随机植绒的多名称信用的新数学模型。植绒机制已用于各种生物学,社会学和物理聚集现象模型中。作为植绒机制的直接应用,我们引入了基于社区植绒的信用风险模型的信用风险模型。从植绒系统的通讯速率和耦合强度方面解释了不同信用度指数之间的相关性。基于植绒模型,我们计算个人姓名和默认时间分布的信用曲线。我们还将提议的模型应用于信用衍生工具的定价,例如信用违约掉期和抵押债务。

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