The Double Inversion Technique in the Some Blaise Abbo Method Applied to Schrodinger-Type Fractional-Order Evolution Equations

Abdarahman Abakar Himeda

University of N'Djamena, Tchad.

Bakari Abbo

University of N'Djamena, Tchad.

Germain Kabore *

Laboratoire d'Analyse Numerique, Informatique et de Biomathematiques (L.A.N.I.BIO), Universite Joseph KI-ZERBO, Burkina Faso.

*Author to whom correspondence should be addressed.


Abstract

In this article we have used the new double inversion technique in the Some Blaise Abbo(SBA) method to solve some fractional order partial differential equations (edp) in the Caputo sense of the Schrodinger type by integrating all boundary conditions.

Keywords: Some blaise abbo method, double inversion, fractional Caputo derivative, fractional riemmann liouville integral, linear Schrodinger edp, neumann condition


How to Cite

Himeda, Abdarahman Abakar, Bakari Abbo, and Germain Kabore. 2024. “The Double Inversion Technique in the Some Blaise Abbo Method Applied to Schrodinger-Type Fractional-Order Evolution Equations”. Asian Research Journal of Mathematics 20 (9):15-25. https://doi.org/10.9734/arjom/2024/v20i9824.