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Reduction and normal forms for a delayed reaction–diffusion differential system with B–T singularity
2019
Advances in Difference Equations
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In this paper, we expanded our computation to obtain a simpler and detailed reduction and normal form of a delayed reaction-diffusion differential system with Bogdanov-Takens (B-T) singularity. By using the central manifold reduction method, we try to reduce the dimension of phase space without changing the dynamic behavior of the system. Next, by normal form theory, we try to simplify the form of differential equations, and then succeeded in obtaining a simpler and more specific parameterized
doi:10.1186/s13662-019-2134-0
fatcat:m2dz2gpewbba3jcdtxxs7bp6f4