We propose an accurate non numerical solution of the Fisher Equation (FE), capable of reproducing the known analy- tical solutions and those obtained from a numerical analysis. The form we propose is based on educated guesses con- cerning the possibility of merging diffusive and logistic behavior into a single formul
AbstractIn this letter, the homogeneous Dirichlet problem involving the N-dimensional Fisher-KPP equ...
AbstractFisher's equation, which describes a balance between linear diffusion and nonlinear reaction...
Tkachov P. Front propagation in the non-local Fisher-KPP equation. Bielefeld: Universität Bielefeld;...
AbstractFisher equation is commonly arises in chemistry, heat and mass transfer, biology and ecology...
In the context of the one-dimensional Fisher equation (1937) the authors study a new numerical schem...
AbstractIn this paper, we develop an accurate and efficient pseudospectral solution of Fisher's equa...
Abstract Li et al. (SIAM J. Sci. Comput. 20:719–738, 1998) used the moving mesh parti...
summary:Reaction-diffusion equations arise as mathematical models in a series of important applicati...
AbstractWe show that Fisher's Equation is the relaxation limit of a discrete kinetic model with two ...
AbstractIn this paper we study a Fisher–Kolmogorov type equation with a flux limited diffusion term ...
A simple method is presented which allows the replacement of a nonlinear differential equation with ...
In this thesis, we make use of numerical schemes in order to solve Fisher’s and FitzHugh-Nagumo equa...
The paper presents a simple solution of travelling-wave type (corresponding to the minimum speed c=2...
AbstractA number of important phenomena in ecology can be modeled by one-dimensional, nonlinear reac...
We study propagation over R^d of the solution to a doubly nonlocal reaction-diffusion equation of th...
AbstractIn this letter, the homogeneous Dirichlet problem involving the N-dimensional Fisher-KPP equ...
AbstractFisher's equation, which describes a balance between linear diffusion and nonlinear reaction...
Tkachov P. Front propagation in the non-local Fisher-KPP equation. Bielefeld: Universität Bielefeld;...
AbstractFisher equation is commonly arises in chemistry, heat and mass transfer, biology and ecology...
In the context of the one-dimensional Fisher equation (1937) the authors study a new numerical schem...
AbstractIn this paper, we develop an accurate and efficient pseudospectral solution of Fisher's equa...
Abstract Li et al. (SIAM J. Sci. Comput. 20:719–738, 1998) used the moving mesh parti...
summary:Reaction-diffusion equations arise as mathematical models in a series of important applicati...
AbstractWe show that Fisher's Equation is the relaxation limit of a discrete kinetic model with two ...
AbstractIn this paper we study a Fisher–Kolmogorov type equation with a flux limited diffusion term ...
A simple method is presented which allows the replacement of a nonlinear differential equation with ...
In this thesis, we make use of numerical schemes in order to solve Fisher’s and FitzHugh-Nagumo equa...
The paper presents a simple solution of travelling-wave type (corresponding to the minimum speed c=2...
AbstractA number of important phenomena in ecology can be modeled by one-dimensional, nonlinear reac...
We study propagation over R^d of the solution to a doubly nonlocal reaction-diffusion equation of th...
AbstractIn this letter, the homogeneous Dirichlet problem involving the N-dimensional Fisher-KPP equ...
AbstractFisher's equation, which describes a balance between linear diffusion and nonlinear reaction...
Tkachov P. Front propagation in the non-local Fisher-KPP equation. Bielefeld: Universität Bielefeld;...
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