On the approach to inverse problems for burgers' equation and Black Scholes type equations

In this study, some partial differential equations used in finance, physics, biology and chemistry are handled. The inverse problem approach for these equations are examined and recommended. Essentially, in this thesis, the equations handled are reduced to known equation and the fact that this inverse problem is well-posed has been realized by referring to the previous studies done. Also, numerical solution of some of all are investigated. Many of the equations are considered in this study because they are used extensively in various fields.