A new iterative method with -Laplace transform for solving fractional differential equations with Caputo generalized fractional derivative
N Bhangale, KB Kachhia, JF Gómez-Aguilar - Engineering with Computers, 2022 - Springer
In this paper, the new iterative method with ρ ρ-Laplace transform of getting the approximate
solution of fractional differential equations was proposed with Caputo generalized fractional …
solution of fractional differential equations was proposed with Caputo generalized fractional …
Solutions of nonlinear time fractional Klein–Gordon equations using composite fractional derivatives
KB Kachhia, JC Prajapati - Fractional Differential Equations, 2024 - Elsevier
In this chapter, the generalized iterative method has been successfully implemented for
finding exact solutions of the nonlinear time fractional Klein–Gordon equations using …
finding exact solutions of the nonlinear time fractional Klein–Gordon equations using …
[PDF][PDF] Generalized Langevin equations and memory effects in non-equilibrium statistical physics
H Meyer - 2020 - freidok.uni-freiburg.de
Physicists, and in particular theoreticians, constantly have to find compromises when they
want to describe and understand a phenomenon. This fundamental issue can be …
want to describe and understand a phenomenon. This fundamental issue can be …