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Papers

TURING INSTABILITY AND ATTRACTOR BIFURCATION FOR THE GENERAL BRUSSELATOR MODEL

http://10.3934/cpaa.2024032

  • AuthorDoo Seok Lee,Jongmin Han,Young Rock Kim,Yuncherl Choi,하태영
  • Journalcommunications on pure and applied analysis (1534-0392), 23(5), 718 ~ 735
  • Enrollment typeSCIE
  • publication date 20240501
In this paper, we analyze the dynamic bifurcation of the general Brusselator model when the order of reaction is p ∈ (1, ∞). We verify that the Turing instability occurs above the critical control number and obtain a rigorous formula for the bifurcated stable patterns.