Exact solutions of fractional differential equations with functional variable method

In the introduction part of the thesis, which consists of five chapters, information about the fractional derivative is given. In the second part, previous studies with conformable fractional derivative and functional variable method are given. In the third chapter, some fractional derivative approaches and functional variable method are given. In the fourth chapter, which is the original part of the thesis, analytical solutions of the fractional order BKP-Boussinesq, generalized Calogero–Bogoyavlenskii–Schiff and generalized (2+1) dimensional Hirota-Satsuma-Ito equations were obtained using the functional variable method. Besides, Two and three dimensional graphics of the obtained analytical solutions are given. In the fifth chapter, which is the last chapter, conclusions and recommendations are given.