[PDF][PDF] A review on integral transforms of fractional integral and derivative
MA Hussein - International Academic Journal of Science and …, 2022 - researchgate.net
A Review on Integral Transforms of Fractional Integral and Derivative Page 1 52 DOI:10.9756/IAJSE/V9I2/IAJSE0914
Received:22 June 2022/Accepted:15 July 2022/Published:30 July 2022 International …
Received:22 June 2022/Accepted:15 July 2022/Published:30 July 2022 International …
Novel computations of the time-fractional Fisher's model via generalized fractional integral operators by means of the Elzaki transform
The present investigation dealing with a hybrid technique coupled with a new iterative
transform method, namely the iterative Elzaki transform method (IETM), is employed to solve …
transform method, namely the iterative Elzaki transform method (IETM), is employed to solve …
On Analytical Solution of Time‐Fractional Biological Population Model by means of Generalized Integral Transform with Their Uniqueness and Convergence Analysis
This research utilizes the generalized integral transform and the Adomian decomposition
method to derive a fascinating explicit pattern for outcomes of the biological population …
method to derive a fascinating explicit pattern for outcomes of the biological population …
Novel numerical investigations of fuzzy Cauchy reaction–diffusion models via generalized fuzzy fractional derivative operators
The present research correlates with a fuzzy hybrid approach merged with a homotopy
perturbation transform method known as the fuzzy Shehu homotopy perturbation transform …
perturbation transform method known as the fuzzy Shehu homotopy perturbation transform …
Unstable novel and accurate soliton wave solutions of the nonlinear biological population model
RAM Attia, J Tian, D Lu, JFG Aguilar… - Arab Journal of Basic …, 2022 - Taylor & Francis
This paper investigates the soliton wave solution of the nonlinear biological population
(NBP) model by employing a novel computational scheme. The selected model for this study …
(NBP) model by employing a novel computational scheme. The selected model for this study …
Construction of an approximate analytical solution for multi-dimensional fractional Zakharov–Kuznetsov equation via Aboodh Adomian decomposition method
In this paper, the Aboodh transform is utilized to construct an approximate analytical solution
for the time-fractional Zakharov–Kuznetsov equation (ZKE) via the Adomian decomposition …
for the time-fractional Zakharov–Kuznetsov equation (ZKE) via the Adomian decomposition …
Novel approach for nonlinear time-fractional Sharma-Tasso-Olever equation using Elzaki transform
NS Malagi, P Veeresha, GD Prasanna… - An International Journal …, 2023 - ijocta.org
In this article, we demonstrated the study of the time-fractional nonlinear Sharma-Tasso-
Olever (STO) equation with different initial conditions. The novel technique, which is the …
Olever (STO) equation with different initial conditions. The novel technique, which is the …
A semi‐analytical approach for fractional order Boussinesq equation in a gradient unconfined aquifers
In this investigation, we propose a semi‐analytical technique to solve the fractional order
Boussinesq equation (BsEq) that pertains the groundwater level in a gradient unconfined …
Boussinesq equation (BsEq) that pertains the groundwater level in a gradient unconfined …
Analytic fuzzy formulation of a time-fractional Fornberg–Whitham model with power and Mittag–Leffler kernels
This manuscript assesses a semi-analytical method in connection with a new hybrid fuzzy
integral transform and the Adomian decomposition method via the notion of fuzziness known …
integral transform and the Adomian decomposition method via the notion of fuzziness known …
[HTML][HTML] An efficient analytical approach with novel integral transform to study the two-dimensional solute transport problem
M Sunitha, F Gamaoun, A Abdulrahman… - Ain Shams Engineering …, 2023 - Elsevier
The q-homotopy analysis method (q-HAM) in combine with the novel integral transform
known as Elzaki transform (ET) leads to an efficient analytical technique called, the q …
known as Elzaki transform (ET) leads to an efficient analytical technique called, the q …