Exact solutions of conformable fractional order partial differential equations

In the introduction part of the thesis, which consists of five chapters, studies in the literature on fractional derivatives are included. In the second part, studies with conformable fractional derivative and e^(-ϕ(ξ) ) method are given. In the third chapter, after the definition and properties of the conformable derivative approach are given, the e^(-ϕ(ξ) )method is given. In the fourth chapter, which is the original part of the thesis, exact solutions of the fractional order Boussinesq-Double Sinh-Gordon, new coupled Mkdv, generalized Rosenau-Kawahara-RLW equations are obtained using the e^(-ϕ(ξ) )method. In the fifth chapter, conclusions and recommendations are given.