The early exercise region for Bermudan options on two underlyings |
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Authors: | Jeff Kay Matt Davison Henning Rasmussen |
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Affiliation: | aDepartment of Applied Mathematics, The University of Western Ontario, London, Canada N6A 5B7;bDepartment of Statistical & Actuarial Sciences, The University of Western Ontario, London, Canada N6A 5B7 |
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Abstract: | This paper investigates the early exercise region for Bermudan options on two underlying assets. We present a set of analytical validation results for the early exercise region which can be used as a means of validating pricing techniques. When all strike prices are identical we show the existence of an intersection point such that for any asset price pair below this point early exercise is always optimal. We develop an approximation to this point in the two asset put case. When the strike prices are not all equal, we show that three separate cases exist for the early exercise region. For a Bermudan put on two assets we present these cases and show that there exists a critical point in which the boundaries of the two asset early exercise region bifurcate. Comparisons are drawn between the Bermudan results presented and the corresponding American option results. |
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Keywords: | Financial options Mathematical finance Bermudan options Optimal exercise regions |
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