Numerical Methods for Interest Rate Derivatives - Zhou, Hongjun
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In this research, we study numerical methods for interest rate derivatives under several models. We consider pricing American put options on zero-coupon bonds under a single factor model of short-term rate, and valuing caps under Lognormal Forward-LIBOR Model (LFM). Monte Carlo method and a novel PDE method are illustrated for pricing caps under one-factor and two-factor LFM. Also, the performance of different models for pricing interest rate derivatives is compared.

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Produktbeschreibung
In this research, we study numerical methods for interest rate derivatives under several models. We consider pricing American put options on zero-coupon bonds under a single factor model of short-term rate, and valuing caps under Lognormal Forward-LIBOR Model (LFM). Monte Carlo method and a novel PDE method are illustrated for pricing caps under one-factor and two-factor LFM. Also, the performance of different models for pricing interest rate derivatives is compared.
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Autorenporträt
Zhou Hongjun, Ph.D, Lecturer. Department of Finance, School of Economics and Business Administration, Chongqing University, China.