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Wang in [4] has examined three prey-predator models with free boundary in (mathbb{R}^{1}): DFB, NFB, and TFB.
Since then many mathematical models with free boundary have been developed to research biological population [16 19].
For instance, [1 6] proposed reaction-diffusion population models with free boundary to understand the process of the new or invasive population.
In the third step, the national models are again fitted, but this time the means of the conditional distributions are free parameters (Model 3; country specific models with free means).
Consideration of invasion from a distant place through the boundary of the concerned domain can be modelled accurately only with the help of spatio-temporal models with free boundary conditions.
While predator-prey models with free boundary have attracted great attention, almost all of the studied models assume that the predator is a specialist, which means that the predator will certainly go to extinction in the absence of the focal prey.
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An electron density profile model with free parameters is introduced.
In this paper, we consider a two-species cooperating model with free diffusion and self-diffusion.
In this paper, a two-species cooperating model with free diffusion and self-diffusion is investigated.
An advection reaction diffusion model with free boundary is proposed to investigate the invasive process of Aedes aegypti mosquitoes.
Consequently, the two phase modeling of pre-distributors was carried out and the homogeneous model with free surface model was applied.
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