"Kong, Fande" writes:
> Hi All,
>
> What is the definition of KSPNormType natural? It is easy to understand
> none, preconditioned, and unpreconditioned, but not natural.
It is the energy norm. It only makes sense for an SPD operator and SPD
preconditioner.
This is something that arises with CG and related methods.
As in the previous thread, the "left preconditioner" in CG can be
though of as an inner product B which allows you to use CG with the
Krylov spaces K_k(BA;Bb) instead of K_k(A;b), while retaining the
property that the A-norm of the error
Hi All,
What is the definition of KSPNormType natural? It is easy to understand
none, preconditioned, and unpreconditioned, but not natural.
Fande Kong,