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.
Autorenporträt
Zhou Hongjun, Ph.D, Lecturer. Department of Finance, School of Economics and Business Administration, Chongqing University, China.