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A facilitated diffusion system for glucose is present in many cell types.
Additionally, some physical properties of this diffusion system are simulated.
The proposed diffusion system consists of two phases.
We study the asymptotic behavior of the nonnegative solutions of a periodic reaction diffusion system.
In this paper, we consider the initial boundary value problem for a coupled fractional diffusion system.
GSNO diffusion from the polymeric matrices was evaluated using a diffusion system.
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In this paper, we continue to consider the Lengyel-Epstein reaction-diffusion system [3, 4].
So far, we have examined the classical reaction-diffusion system.
If (alpha=1) and (L =Delta), it corresponds to a standard reaction-diffusion system.
System (1.1) is the classical reaction-diffusion system of Fujita-type for p = q = 2.
In this paper we are led to the following cross-diffusion system: (1.4).
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