Structure of the analytic solutions for the complex non-linear (2+1)-dimensional conformable time-fractional Schrödinger equation by

In this article, the non-linear (2+1)-dimensional conformable time-fractional Schr?dinger equation of order ? where 0 < 1, has been studied within introducing an appropriate fractional traveling wave transformation. The reliable and powerful method, namely Improved Bernoulli sub function is applied to investigate some solitary wave, periodic solutions aforementioned model which crucial significance because in fields quantum mechanics energy spectrum. obtained are new significant revealing pertinent features physical phenomenon. Moreover, gotten have plotted several kinds, such as 3-D or 2-D. impacts time evolution offered 2-D graphs for visual observation properties solutions.