vericiguat

caputo

fractional-order

trajectory prediction

time-fractional

indole alkaloids

fractional diffusion

time fractional

partial differential

iron oxide nanoparticles

image watermarking

adomian decomposition

dnazymes

fractional_100223

homotopy perturbation

peacock

landowner

postgraduates

conformable

uhpc_35845

AIMS Mathematics

&lt;abstract&gt;&lt;p&gt;This article shows how to solve the time-fractional Fisher's equation through the use of two well-known analytical methods. The techniques we propose are a modified form of the Adomian decomposition method and homotopy perturbation method with a Yang transform. To show the accuracy of the suggested techniques, illustrative examples are considered. It is confirmed that the solution we get by implementing the suggested techniques has the desired rate of convergence towards the accurate solution. The main benefit of the proposed techniques is the small number of calculations. To show the reliability of the suggested techniques, we present some graphical behaviors of the accurate and analytical results, absolute error graphs and tables that strongly agree with each other. Furthermore, it can be used for solving fractional-order physical problems in various fields of applied sciences.&lt;/p&gt;&lt;/abstract&gt;

Evaluation of time-fractional Fisher's equations with the help of analytical methods