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作 者:王桂兰
出 处:《Acta Mathematicae Applicatae Sinica》1999年第2期144-152,共9页应用数学学报(英文版)
摘 要:This paper studies the pricing and hedging for American contingent claims in an incom-plete market under mild conditions using the numeraire method to avoid changes of probabilitymeasure. When the market is incomplete, prices can not be derived by no-arbitrage arguments,since it is not possible to replicate the payoff of a given contingent claim by a controlled portfolioof the basic securitites. We adopt the method of fictitious completion of [1] to provide an upperbound and a lower bound for the actual market price of the claim.This paper studies the pricing and hedging for American contingent claims in an incom-plete market under mild conditions using the numeraire method to avoid changes of probabilitymeasure. When the market is incomplete, prices can not be derived by no-arbitrage arguments,since it is not possible to replicate the payoff of a given contingent claim by a controlled portfolioof the basic securitites. We adopt the method of fictitious completion of [1] to provide an upperbound and a lower bound for the actual market price of the claim.
关 键 词:American contingent claim incomplete market pricing numeraire SUPERMARTINGALE
分 类 号:F016[经济管理—政治经济学]
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