@article{39486,
  keywords = {feedback, co oxidation, approximate inertial manifolds, finite-dimensional control, navier-stokes equations, diffusion-systems, galerkin methods, karhunen-loeve   decomposition, parameter-systems, pole assignment},
  author = {Shvartsman and Kevrekidis},
  title = {Nonlinear model reduction for control of distributed systems: a computer-assisted study},
  abstract = { Model reduction methodologies for the partial differential equations modeling distributed parameter systems constitute an important first step in controller design. A systematic computer-assisted study illustrating the use of two such methodologies (Approximate Inertial Manifolds and the Karhunen-Loeve expansion) in controlling (stabilizing) a nonlinear reaction-diffusion problem is presented. The approximation quality of the models, issues of computational implementation of the reduction procedure, as well as issues of closed-loop stability are addressed. },
  year = {1998},
  journal = {Aiche JournalAiche Journal},
  volume = {44},
  pages = {1579-1595},
  month = {07/1998},
  isbn = {0001-1541},
  language = {English},
}