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一般支付过程的局部风险最小对冲策略
引用本文:王春发.一般支付过程的局部风险最小对冲策略[J].应用数学,2002,15(2):126-131.
作者姓名:王春发
作者单位:浙江财经学院金融分院,杭州,310012
基金项目:ResearchsuppotedbyFoundationforUniversityKeyTeachersbyCommitteeofEducationofZhejiangProvince .
摘    要:本文主要研究对冲(套期保值)者的债务由一般的支付流描述时的局部风险最小对冲策略决定问题。我们在风险资产的价格过程在原概率测度下为半鞅的假设下,证明了局部风险最小对冲策略的存在性和唯一性。我们的结果包含了以前的局部风险最小对冲策略。在鞅的情形中,我们的局部风险最小对冲策略简化为Moller5]的风险最小对冲策略。

关 键 词:支付过程  局部风险最小  对冲策略  Kunita-Watanabe分解  最小鞅测度  支付流  半鞅  Foellmer-Schweizer分解  套期保值

Locally Risk- minimizing Hedging Strategies for General Payment Process
WANG Chun-fa.Locally Risk- minimizing Hedging Strategies for General Payment Process[J].Mathematica Applicata,2002,15(2):126-131.
Authors:WANG Chun-fa
Abstract:This paper deals with the problem of determining locally risk-minimizing hedging strategies when the hedger's liablities are described by a general payoff stream. Under the assumptiom that the price procee of risky asset is assumed to be a semimartingale under original probability measure, we prove existence and uniqueness of the locally risk-minimizing strategy. Our results contains previous locally risk-minimizing hedging as special cases. In the martingale case, our locally risk-minimizing strategy reduces to Moller5]s one.
Keywords:Follmer-Schweizer decomposition  Kunita-Watanabe decomposition  locally Risk- minimizing  minimal martingale measure  payment streams  Semima rtingale
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