Journal of innovative applied mathematics and computational sciences
Volume 1, Numéro 1, Pages 79-92
2021-12-30
Authors : Bouchenak Ahmed .
In this paper, we first introduce the conformable fractional Laplace transform. Then, we give its generalization for higher-order. Finally, as an application, we solve a non-homogeneous conformable fractional differential equation with variable coefficients and a system of fractional differential equations.
Conformable fractional derivative, Conformable fractional Laplace transform, System of fractional differential equations
Debbal S.m
.
Bereksi-reguig F
.
pages 81-86.
Houas Mohamed
.
Bezziou Mohamed
.
pages 059-066.
Benbachir Maamar
.
Boutiara Abdellatif
.
pages 27-42.
Bourafa Safa
.
Abdelouahab Mohammed Salah
.
Lozi René
.
pages 64-78.
Boudjerida Nadjet
.
Abdelouahab Mohammed Salah
.
Lozi René
.
pages 69-85.