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Event Type:

Applied Mathematics and Computation Seminar

Date/Time:

Friday, February 10, 2017 - 12:00 to 12:45

Location:

GLK 113

Event Link:

Local Speaker:

Abstract:

We present recently completed numerical analysis work on stability for a non-equilibrium system important for the applications in transport models with adsorption. The proof of stability relies on a combinaton of symmetrization and rescaling and choice of variables, from which stability for the new variables follows naturally. There is a nice associated framework in Hilbert spaces, which generalizes to multiple components and nonlinear problems. I will also present numerical results. This talk is based on on joint work with F. Patricia Medina.