A Free Boundary Problem of the Diffusive Competition Model with Different Habitats

In this paper we study a free boundary problem of the diffusive competition model with different habitats. It is assumed that the habitats of the two species u and v are $$(-\infty , g(t))$$ and $$(h(t),\infty )$$ , respectively, and $$g(0)

Keywords:

• Logistic function
• Applied mathematics
• Competition model
• Ordinary differential equation
• Partial differential equation
• Free boundary problem
• Habitat
• Uniqueness
• Competition (biology)
• Mathematics

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