Pricing securities with multiple risks: A case of exchangeable debt

Building on the work of Das and Sundaram (2007), we develop a widely applicable model to price securities subject to interest rate, equity, and default risks and use it to price exchangeable bonds. The extension features a trivariate recombining lattice instead of the original model's bivariate recombining lattice. We also show how to estimate some critical non-observable inputs to implement the model by using current market data so that the model's prices reflect current market information. We test the model on a sample of exchangeable bonds to determine the model's empirical performance. Besides exchangeable bonds, we can also use the model to price securities such as reverse exchangeable bonds, bonds exchangeable to indexes, and bonds exchangeable to commodities.

► We develop a widely applicable model to price financial securities. ► Our model is an extension of the Das and Sundaram (2007) model. ► It can be used to price securities with interest rate, equity, and default risks. ► We use the model to price exchangeable bonds. ► We also show how to estimate some critical non-observable inputs.