2006•Journal of systems managementRequires access

Pricing Convertible Bonds Based on Compound Option Model

Zhiwei He

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Abstract

This paper presents a new pricing approach for convertible bonds based on multi-stage compound option model.Building the governing partial differential equation and proposing the corresponding boundary conditions and terminal conditions,this paper solves the governing equations by finite differential method to avoid the calculation of nested high dimensions integrals.The result shows that popular pricing approach,which decomposes convertible bonds into European option and bonds,underestimates significantly value of convertible bonds,and the compound option pricing approach is more consistent with the practice.

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This paper presents a new pricing approach for convertible bonds based on multi-stage compound option model.Building the governing partial differential equation and proposing the corresponding boundary conditions and terminal conditions,this paper solves the governing equations by finite differential method to avoid the calculation of nested high dimensions integrals.The result shows that popular pricing approach,which decomposes convertible bonds into European option and bonds,underestimates significantly value of convertible bonds,and the compound option pricing approach is more consistent with the practice.

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Available abstract

This paper presents a new pricing approach for convertible bonds based on multi-stage compound option model.Building the governing partial differential equation and proposing the corresponding boundary conditions and terminal conditions,this paper solves the governing equations by finite differential method to avoid the calculation of nested high dimensions integrals.The result shows that popular pricing approach,which decomposes convertible bonds into European option and bonds,underestimates significantly value of convertible bonds,and the compound option pricing approach is more consistent with the practice.

Key concepts: Convertible bond, Bond, Valuation of options, Partial differential equation, Mathematical economics, Economics, Financial economics, Mathematics

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