Some important integral transforms: Laplace, Sumudu, Elzaki, Natural, Aboodh, α-Integral Laplace, Pourreza, Mohand, Sawi, Kamal and G-transform are introduced in this paper, which they use to obtain analytical solutions of fractional differential equations (FDEs). Firstly, we define each of these integral transforms and explain the differentiability, linearity and convolution property of these transforms. Finally, we take the help of these integral transforms to obtain the analytical solution of inhomogeneous FDEs.
Mathematics Subject Classification: 44A10; 35J05; 31A10; 31B10; 35A22