Chaotic behaviour of fractional predator-prey dynamical system
In this endeavour, Bernstein wavelet and Euler methods are used to solve a nonlinear
fractional predator-prey biological model of two species. The theoretical results with their …
fractional predator-prey biological model of two species. The theoretical results with their …
[HTML][HTML] Non classical interaction aspects to a nonlinear physical model
This study deals the dynamics of waves to the conformable fractional (2+ 1)-dimensional
Nizhnik–Novikov–Veselov (NNV) equations. The (2+ 1)-dimensional NNV equations are the …
Nizhnik–Novikov–Veselov (NNV) equations. The (2+ 1)-dimensional NNV equations are the …
On the study of optical soliton solutions to the three-component coupled nonlinear Schrödinger equation: applications in fiber optics
U Younas, TA Sulaiman, J Ren - Optical and Quantum Electronics, 2023 - Springer
In this article, we have discussed the three-component coupled nonlinear Schrodinger
equation which governs the optical solitons in fiber optics. There has been an increasing …
equation which governs the optical solitons in fiber optics. There has been an increasing …
Heart-cusp and bell-shaped-cusp optical solitons for an extended two-mode version of the complex Hirota model: application in optics
In this work, we present a new two-mode version to the complex Hirota equation. This new
model arises in many applications in the field of optics, communications and other …
model arises in many applications in the field of optics, communications and other …
Optical wave propagation to a nonlinear phenomenon with pulses in optical fiber
We examine the three-component coupled nonlinear Schrodinger equation that is used for
the propagation of pulses to the nonlinear optical fiber. Multi-component NLSE equations …
the propagation of pulses to the nonlinear optical fiber. Multi-component NLSE equations …
Solution of fractional Volterra–Fredholm integro-differential equations under mixed boundary conditions by using the HOBW method
MR Ali, AR Hadhoud, HM Srivastava - Advances in Difference Equations, 2019 - Springer
A new approximate technique is introduced to find a solution of FVFIDE with mixed
boundary conditions. This paper started from the meaning of Caputo fractional differential …
boundary conditions. This paper started from the meaning of Caputo fractional differential …
Construction of Lump and optical solitons solutions for (3+ 1) model for the propagation of nonlinear dispersive waves in inhomogeneous media
Our work aims to investigate new solutions for the (3+ 1)-dimensional Extended Date–Jimbo–
Kashiwara–Miwa Equation which characterize the physical phenomena owing to the …
Kashiwara–Miwa Equation which characterize the physical phenomena owing to the …
Kink-soliton, singular-kink-soliton and singular-periodic solutions for a new two-mode version of the Burger–Huxley model: applications in nerve fibers and liquid …
New two-mode version of the generalized Burger–Huxley equation is derived using
Korsunsky's operators. The new model arises in the applications of nerve fibers and liquid …
Korsunsky's operators. The new model arises in the applications of nerve fibers and liquid …
Legendre wavelet method based solution of fractional order prey–predator model in type-2 fuzzy environment
D Mohapatra, S Chakraverty - Applied Soft Computing, 2024 - Elsevier
Researchers have recently examined several fractional-order prey–predator population
models in a crisp or type-1 fuzzy environment. But incompleteness in the membership may …
models in a crisp or type-1 fuzzy environment. But incompleteness in the membership may …
New Exact Solutions of Nonlinear (3+ 1)‐Dimensional Boiti‐Leon‐Manna‐Pempinelli Equation
MR Ali, WX Ma - Advances in Mathematical Physics, 2019 - Wiley Online Library
Based on Hirota's bilinear structure, we evolute a new protuberance type arrangement of the
(3+ 1)‐dimensional Boiti‐Boiti‐Leon‐Manna‐Pempinelli equation, which depicts nonlinear …
(3+ 1)‐dimensional Boiti‐Boiti‐Leon‐Manna‐Pempinelli equation, which depicts nonlinear …