Dynamics behaviours of N-kink solitons in conformable Fisher–Kolmogorov–Petrovskii–Piskunov equation
I Ullah - Engineering Computations, 2024 - emerald.com
Purpose This manuscript is related to compute N-kink soliton solutions for conformable
Fisher–Kolmogorov equation (CFKE) by using the generalized extended direct algebraic …
Fisher–Kolmogorov equation (CFKE) by using the generalized extended direct algebraic …
Mathematical modeling and machine learning-based optimization for enhancing biofiltration efficiency of volatile organic compounds
Biofiltration is a method of pollution management that utilizes a bioreactor containing live
material to absorb and destroy pollutants biologically. In this paper, we investigate …
material to absorb and destroy pollutants biologically. In this paper, we investigate …
An efficient numerical approach for fractional multidimensional diffusion equations with exponential memory
In this article, we suggest a numerical approach based on q‐homotopy analysis Elzaki
transform method (q‐HAETM) to solve fractional multidimensional diffusion equations which …
transform method (q‐HAETM) to solve fractional multidimensional diffusion equations which …
Modelling the impact of some control strategies on the transmission dynamics of Ebola virus in human-bat population: An optimal control analysis
Qualitative research and comprehensive public awareness to nip the transmission of Ebola
virus in the bud before it becomes a global threat is fast becoming imperative especially now …
virus in the bud before it becomes a global threat is fast becoming imperative especially now …
[HTML][HTML] An improved differential transform scheme implementation on the generalized Allen–Cahn equation governing oil pollution dynamics in oceanography
Studies in computational mathematics have taken a fantastic aesthetics in interdisciplinary
fields as researchers in this area have resiliently adopted constructive methods, schemes …
fields as researchers in this area have resiliently adopted constructive methods, schemes …
Laplace-residual power series method for solving time-fractional reaction–diffusion model
Despite the fact the Laplace transform has an appreciable efficiency in solving many
equations, it cannot be employed to nonlinear equations of any type. This paper presents a …
equations, it cannot be employed to nonlinear equations of any type. This paper presents a …
A solitary wave solution to the generalized Burgers-Fisher's equation using an improved differential transform method: A hybrid scheme approach
In this research, an unrivalled hybrid scheme which involves the coupling of the new Elzaki
integral transform (an improved version of Laplace transform) and a modified differential …
integral transform (an improved version of Laplace transform) and a modified differential …
Application of He's homotopy and perturbation method to solve heat transfer equations: a python approach
P Dumka, PS Pawar, A Sauda, G Shukla… - Advances in Engineering …, 2022 - Elsevier
In this research article, an attempt has been made to solve the linear/nonlinear and
steady/unsteady heat transfer equations using the Homotopy and Perturbation method …
steady/unsteady heat transfer equations using the Homotopy and Perturbation method …
Application of analytical techniques for solving fractional physical models arising in applied sciences
In this paper, we examined the approximations to the time-fractional Kawahara equation and
modified Kawahara equation, which model the creation of nonlinear water waves in the long …
modified Kawahara equation, which model the creation of nonlinear water waves in the long …
Modified integral equation combined with the decomposition method for time fractional differential equations with variable coefficients
MAS Murad - Applied Mathematics-A Journal of Chinese Universities, 2022 - Springer
In this paper, the modified integral equation, namely, Elzaki transformation coupled with the
Adomian decomposition method called Elzaki Adomian decomposition method (EADM) is …
Adomian decomposition method called Elzaki Adomian decomposition method (EADM) is …