Optimal Trading Using Black-Scholes Equation with Transaction Costs
Publication Date: 28/04/2022
Author(s): Joy Ijeoma Adindu-Dick.
Volume/Issue: Volume 5 , Issue 2 (2022)
Abstract:
This work deals with optimal trading using Black-Scholes equation with transaction costs. The partial differential equation for option pricing with transaction costs on the domain (P,T)∈(0,∞)×(0,T) with terminal condition C(P,T)=Max(P-E,0),P∈(0,∞) for European call options with strike price, E, and a suitable terminal condition for European puts was obtained and then solved to obtain the optimal value function.
Keywords:
Black-Scholes equation with transaction costs, Optimal trading, Option pricing, European call and put options, Portfolio of options.
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