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  • Home
  • About SIMS
    • Welcome
    • Role and Mission
    • Research Fellows
    • Research Collaborators
  • Research
    • Introduction
    • Conference
    • Seminar
  • News
  • Photos
  • Contact Us

Prof. Leonardo Pires
State University of Ponta Grossa, Brazil

Structural stability for scalar reaction-diffusion equations

In this talk, we present the structural stability of a family of scalar reaction-diffusion equations. 
 Our arguments consist of using invariant manifolds to reduce the problem to a finite dimension and, we use the structural stability of Morse-Smale flows in a finite dimension to obtain the corresponding result in an infinite dimension. 
 As a consequence, we obtain the optimal rate of convergence of the attractors and estimate the Gromov-Hausdorff distance of the attractors using continuous ε-isometries.

Prof. Leonardo Pires
State University of Ponta Grossa, Brazil

Structural stability for scalar reaction-diffusion equations

In this talk, we present the structural stability of a family of scalar reaction-diffusion equations. 
 Our arguments consist of using invariant manifolds to reduce the problem to a finite dimension and, we use the structural stability of Morse-Smale flows in a finite dimension to obtain the corresponding result in an infinite dimension. 
 As a consequence, we obtain the optimal rate of convergence of the attractors and estimate the Gromov-Hausdorff distance of the attractors using continuous ε-isometries.

30141 세종특별지치시 집현중앙7로 6, A401호
6, Jiphyeonjungang 7-ro,Buiding A, Room 401, Sejong 30141, Korea