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Pricing Stock Options with Stochastic Interest Rate


Menachem (Meni) Abudy


Graduate School of Business Administration - Bar Ilan University

Yehuda (Yud) Izhakian


New York University (NYU) - Leonard N. Stern School of Business

September 2011

NYU Working Paper No.

Abstract:     
This paper constructs a closed-form generalization of the Black-Scholesmodel for the case where the short-term interest rate follows astochastic Gaussian process. Capturing this additional source ofuncertainty appears to have a considerable effect on option prices. Weshow that the value of the stock option increases with the volatility ofthe interest rate and with time to maturity. Our empirical tests supportthe theoretical model and demonstrate a significant pricing improvementrelative to the Black-Scholes model. The magnitude of the improvement isa positive function of the option's time to maturity, the largestimprovement being obtained for around-the-money options.

Number of Pages in PDF File: 46

Keywords: Option, call option, put option, stochastic interest rate, term structure of interest rates, Black and Scholes, put-call parity

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Date posted: October 15, 2011  

Suggested Citation

Abudy, Menachem (Meni) and Izhakian, Yehuda (Yud), Pricing Stock Options with Stochastic Interest Rate (September 2011). NYU Working Paper No. . Available at SSRN: http://ssrn.com/abstract=1944450

Contact Information

Menachem (Meni) Abudy
Graduate School of Business Administration - Bar Ilan University ( email )
Ramat Gan, 52900
Israel
+972-3-5318907 (Phone)
HOME PAGE: http://www.biu.ac.il/faculty/abudy/
Yehuda (Yud) Izhakian (Contact Author)
New York University (NYU) - Leonard N. Stern School of Business ( email )
44 West 4th Street
New York, NY NY 10012
United States
HOME PAGE: http://people.stern.nyu.edu/yizhakia/
Feedback to SSRN (Beta)


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