Using a Reliable Method for Higher Dimensional of the Fractional Schrodinger Equation

Authors

  • Nasir Taghizadeh Department of Pure Mathematics, Faculty of Mathematical Sciences University of Guilan, P.O.Box 1914, Rasht, Iran.
  • Mona Najand Foumani Department of Pure Mathematics, Faculty of Mathematical Sciences University of Guilan, P.O.Box 1914, Rasht, Iran.

Keywords:

New exact solutions, Fractional calculus, The modified extended direct algebraic method, The nonlinear (2+1)-dimensional fractional Schrodinger equation

Abstract

In this article, we use modified RiemannLiouville derivative and two transformations for converting the (2+1)-dimensional fractional Schrodinger equation into corresponding ordinary differential equation. ¨ Then we apply the modified extended direct algebraic method to study the exact complex solutions of the (2+1)-dimensional fractional Schrodinger ¨ equation.

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Published

2016-06-30

Issue

Vol. 48 No. 1 (2016)

Section

Articles

How to Cite

Using a Reliable Method for Higher Dimensional of the Fractional Schrodinger Equation. (2016). Punjab University Journal of Mathematics, 48(1), 10-17. https://pujm.pu.edu.pk/index.php/pujm/article/view/57