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GENERALIZED STOCHASTIC DURATION INMARKOVIAN HEATH-JARROW-MORTONFRAMEWORK
作者姓名:简志宏  李楚霖
作者单位:Department of Mathematics. Huazhong University of Science and Technology. Wuhan 430074. China 
摘    要:1 IntroductionIll moderll financial industry, risk managen1ent is a major task tliat fiuancial institutionsnlust deal witli in every tradiug day alld it is becouilng urore and more important for mailltaining tl1eir access to clieap capital and meeting risk-based caPital requirements. Meanwhile,sonle fiuaucial iustitutions (FI) sucl1 as co1nuercial ba1lks, iusurallce companies and securitiescolllpanies. etc., hold a large proportioll of fixed income security which price is sensitive totlle mar…

收稿时间:18 October 2000

GENERALIZED STOCHASTIC DURATION IN MARKOVIAN HEATH-JARROW-MORTON FRAMEWORK
Jian Zhihong,Li Chulin.GENERALIZED STOCHASTIC DURATION INMARKOVIAN HEATH-JARROW-MORTONFRAMEWORK[J].Acta Mathematica Scientia,2002,22(1):99-106.
Authors:Jian Zhihong  Li Chulin
Institution:Department of Mathematics. Huazhong University of Science and Technology. Wuhan 430074. China
Abstract:This paper focuses on how to measure the interest rate risk. The conventional measure methods of interest rate risk are reviewed and the duration concept is generalized to stochastic duration in the Markovian HJM framework. The generalized stochastic duration of the coupon bond is defined as the time to maturity of a zero coupon bond having the same instantaneous variance as the coupon bond. According to this definition, the authors first present the framework of Markovian HJM model, then deduce the measures of stochastic duration in some special cases which cover some extant interest term structure.
Keywords:Generalized stochastic duration  interest rate term structure  HJM Model
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