Yue X.G., Kaplan M., Kaabar M.K.A., Shen Y.Yue, XG, Kaplan, M, Kaabar, MKA, Shen, YJ2023-05-082023-05-082023-01-012023.01.010217-9792https://hdl.handle.net/20.500.12597/11776This study investigates novel exact solutions to the conformable resonant Schrödinger equation. For this purpose, two reliable techniques are employed involving the generalized Kudryashov and exponential rational function procedures. The 3D graphics of some obtained solutions are also given. The investigated equation is very important to the field of ocean engineering and science because many wave phenomena including water waves and rogue waves can be explained with the help of the nonlinear Schrödinger equation.falseconformable derivative | exact solutions | fractional differential equations | resonant Schrödinger equation | Symbolic computationNovel exact solutions of the conformable resonant Schrödinger equation via two novel procedures with symbolic computational algorithmsNovel exact solutions of the conformable resonant Schrodinger equation via two novel procedures with symbolic computational algorithmsArticle10.1142/S021797922350227210.1142/S02179792235022722-s2.0-85149213889WOS:0009398288000081793-6578