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Arbitrage-free Pricing of Credit Index Options: The no-armageddon pricing measure and the role of correlation after the subprime crisis

机译:无套利的信用指数期权定价:无国界的   次贷危机后的定价指标和相关性作用

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摘要

In this work we consider three problems of the standard market approach topricing of credit index options: the definition of the index spread is notvalid in general, the usually considered payoff leads to a pricing which is notalways defined, and the candidate numeraire one would use to define a pricingmeasure is not strictly positive, which would lead to a non-equivalent pricingmeasure. We give a general mathematical solution to the three problems, based on anovel way of modeling the flow of information through the definition of a newsubfiltration. Using this subfiltration, we take into account consistently thepossibility of default of all names in the portfolio, that is neglected in thestandard market approach. We show that, while the related mispricing can benegligible for standard options in normal market conditions, it can becomehighly relevant for different options or in stressed market conditions. In particular, we show on 2007 market data that after the subprime creditcrisis the mispricing of the market formula compared to the no arbitrageformula we propose has become financially relevant even for the liquidCrossover Index Options.
机译:在这项工作中,我们考虑了信用指数期权的标准市场方法分类的三个问题:指数价差的定义通常是无效的,通常认为的收益导致定价始终没有定义,以及可能使用的候选货币。定义一个定价策略不是严格的正数,这将导致一个非等价的定价策略。我们基于通过定义新的子过滤对信息流进行建模的方法,对这三个问题给出了通用的数学解决方案。使用此子过滤,我们始终考虑投资组合中所有名称违约的可能性,这在标准市场方法中被忽略了。我们表明,尽管在正常的市场条件下对于标准期权而言,相关的定价错误可以忽略不计,但对于不同的期权或在紧张的市场条件下,它却变得高度相关。特别是,我们在2007年的市场数据上显示,在次贷危机之后,与无套利公式相比,我们对市场公式的定价错误甚至在液态交叉指数期权方面也变得具有财务意义。

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