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1. 
A comparison of meshless and finite difference methods for the Brusselator model için kapak resmi
A comparison of meshless and finite difference methods for the Brusselator model
A comparison of meshless and finite difference methods for the Brusselator model
by 
Akbalık, Leyla, author.
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Alıntı: 
The purpose of this thesis is the Brusselator model, which is used to model the reaction-diffusion
2. 
A compact finite difference method of lines for solving non-linear partial differential equations için kapak resmi
A compact finite difference method of lines for solving non-linear partial differential equations
A compact finite difference method of lines for solving non-linear partial differential equations
by 
Ismoilov, Shodijon, author.
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chemical reaction-diffusion model governed by a non-linear system of partial differential equations known
3. 
Legendre wavelet collocation method with quasilinearization technique for fractional differential equations için kapak resmi
Legendre wavelet collocation method with quasilinearization technique for fractional differential equations
Legendre wavelet collocation method with quasilinearization technique for fractional differential equations
by 
İdiz, Fatih, author.
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clouds. The Fisher’s equation is a non-linear reaction-diffusion equation that models the spread of
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