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Purdue Computational Finance Program


Option Pricing in Imperfect Markets with Discontinuous Returns

April 3, 2003
5:00-5:30 p.m.

GRIS 276

Professor Oana Mocioalca, Department of Mathematics, Purdue University

Abstract:
Black and Scholes's model for option pricing assumes that the stock price follows a geometric Brownian motion and that the markets are perfect. The model has been generalized in many directions. We assume that the stock returns follow a jump diffusion process, the jump component representing non-systematic risk. We also assume that the markets are imperfect by imposing proportional transaction costs. We compute the total transaction costs for different options, transaction costs and revision intervals.

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