Preconditioning iterative methods for the optimal control of the Stokes equation
Solving problems regarding the optimal control of partial differential equations (PDEs) – also known as PDE-constrained optimization – is a frontier area of numerical analysis. Of particular interest is the problem of flow control, where one would like to effect some desired flow by exerting, for ex...
Váldodahkkit: | Rees, T, Wathen, A |
---|---|
Materiálatiipa: | Report |
Almmustuhtton: |
SICS
2010
|
Geahča maid
-
Preconditioning iterative methods for the optimal control of the stokes equations
Dahkki: Rees, T, et al.
Almmustuhtton: (2011) -
PRECONDITIONING ITERATIVE METHODS FOR THE OPTIMAL CONTROL OF THE STOKES EQUATIONS
Dahkki: Rees, T, et al.
Almmustuhtton: (2011) -
Preconditioned iterative methods for implicit equations
Dahkki: Wathen, A
Almmustuhtton: (2000) -
Preconditioning techniques for Newton's method for the incompressible Navier-Stokes equations
Dahkki: Elman, H, et al.
Almmustuhtton: (2003) -
Preconditioning techniques for Newton's method for the incompressible Navier-Stokes equations
Dahkki: Elman, H, et al.
Almmustuhtton: (2003)