The paper presents a simple solution of travelling-wave type (corresponding to the minimum speed c=2) of Fisher's equation. which can be readily adapted for modelling neutron density in nuclear reactors, reaction-diffusion processes'in propulsion systems and growth of new advantageous gene in one-dimensional habita
This article studies propagating traveling waves in a class of reaction-diffusion systems in one dim...
The problem of traveling wave (TW) speed selection for solutions to a generalized Murray-Burgers-KPP...
AbstractFisher's equation, which describes a balance between linear diffusion and nonlinear reaction...
The paper presents a simple solution of travelling-wave type (corresponding to the minimum speed c=2...
The paper presents a simple solution of travelling-wave type (corresponding to the minimum speed c=2...
Copyright © 2013 Muhammad Shakeel. This is an open access article distributed under the Creative Com...
In this work, the extended homogeneous balance method is used to derive exact solutions of nonlinear...
We propose an accurate non numerical solution of the Fisher Equation (FE), capable of reproducing th...
AbstractThe Fisher–KPP equation with general nonlinear diffusion and arbitrary kinetic orders in the...
AbstractWe show that Fisher's Equation is the relaxation limit of a discrete kinetic model with two ...
The Fisher-Kolmogorov-Petrovsky-Piskunov (KPP) model, and generalizations thereof, involves simple r...
AbstractWhen degenerate nonlinear diffusion is introduced into the Fisher equation, giving ut = (uux...
We study traveling waves for a reaction-diffusion equation with nonlocal anisotropic diffusion and a...
AbstractIn this paper we study a Fisher–Kolmogorov type equation with a flux limited diffusion term ...
AbstractFisher equation is commonly arises in chemistry, heat and mass transfer, biology and ecology...
This article studies propagating traveling waves in a class of reaction-diffusion systems in one dim...
The problem of traveling wave (TW) speed selection for solutions to a generalized Murray-Burgers-KPP...
AbstractFisher's equation, which describes a balance between linear diffusion and nonlinear reaction...
The paper presents a simple solution of travelling-wave type (corresponding to the minimum speed c=2...
The paper presents a simple solution of travelling-wave type (corresponding to the minimum speed c=2...
Copyright © 2013 Muhammad Shakeel. This is an open access article distributed under the Creative Com...
In this work, the extended homogeneous balance method is used to derive exact solutions of nonlinear...
We propose an accurate non numerical solution of the Fisher Equation (FE), capable of reproducing th...
AbstractThe Fisher–KPP equation with general nonlinear diffusion and arbitrary kinetic orders in the...
AbstractWe show that Fisher's Equation is the relaxation limit of a discrete kinetic model with two ...
The Fisher-Kolmogorov-Petrovsky-Piskunov (KPP) model, and generalizations thereof, involves simple r...
AbstractWhen degenerate nonlinear diffusion is introduced into the Fisher equation, giving ut = (uux...
We study traveling waves for a reaction-diffusion equation with nonlocal anisotropic diffusion and a...
AbstractIn this paper we study a Fisher–Kolmogorov type equation with a flux limited diffusion term ...
AbstractFisher equation is commonly arises in chemistry, heat and mass transfer, biology and ecology...
This article studies propagating traveling waves in a class of reaction-diffusion systems in one dim...
The problem of traveling wave (TW) speed selection for solutions to a generalized Murray-Burgers-KPP...
AbstractFisher's equation, which describes a balance between linear diffusion and nonlinear reaction...