[HTML][HTML] Traveling wave solutions of generalized seventh-order time-fractional KdV models through He-Laplace algorithm
Non-linear evolution equations play a prominent role in describing a wide range of
phenomena in optical fibers, fluid dynamics, electromagnetic radiation, plasma and solid …
phenomena in optical fibers, fluid dynamics, electromagnetic radiation, plasma and solid …
Soliton Solutions of Generalized Third Order Time‐Fractional KdV Models Using Extended He‐Laplace Algorithm
In this research, the He‐Laplace algorithm is extended to generalized third order, time‐
fractional, Korteweg‐de Vries (KdV) models. In this algorithm, the Laplace transform is …
fractional, Korteweg‐de Vries (KdV) models. In this algorithm, the Laplace transform is …
[PDF][PDF] Analytical Exact and Approximate Solutions for Certain Diffusion Reactions
U Filobello-Nino… - INTERNATIONAL …, 2022 - researchgate.net
This work presents the Taylor Series Method with shooting (STSM) with the purpose to find
both approximate and exact solutions for the nonlinear problem that describes the steady …
both approximate and exact solutions for the nonlinear problem that describes the steady …
[PDF][PDF] Research Article Soliton Solutions of Generalized Third Order Time-Fractional KdV Models Using Extended He-Laplace Algorithm
M Qayyum, E Ahmad, S Afzal, S Acharya - 2022 - academia.edu
In this research, the He-Laplace algorithm is extended to generalized third order, time-
fractional, Korteweg-de Vries (KdV) models. In this algorithm, the Laplace transform is hybrid …
fractional, Korteweg-de Vries (KdV) models. In this algorithm, the Laplace transform is hybrid …