Bifurcation Analysis of Gene Propagation Model Governed by Reaction-Diffusion Equations

Abstract EN

We present a theoretical analysis of the attractor bifurcation for gene propagation model governed by reaction-diffusion equations.

We investigate the dynamical transition problems of the model under the homogeneous boundary conditions.

By using the dynamical transition theory, we give a complete characterization of the bifurcated objects in terms of the biological parameters of the problem.