The Operator Splitting Method for Black-Scholes Equation
Articles > Article · 2011
Authors: Yassir Daoud, Turgut Öziş
Applied Mathematics, International, 2011, vol 02, pp 771-778
Summary
The Operator Splitting method is applied to differential equations occurring as mathematical models in financial models. This paper provides various operator splitting methods to obtain an effective and accurate solution to the Black-Scholes equation with appropriate boundary conditions for a European option pricing problem. Finally brief comparisons of option prices are given by different models.