I have been relying on Zienkiewicz texts to really get a solid understanding
of FEM and work towards my aspirational use it for analyzing biological
structures. However, those resources don't touch the numerical topics like
Schur's compliment, preconditioners etc....
Is there a good textbook that consolidates these ideas or am I at the point, I
just need to sift through journal articles? I am trying to apply some of the
techniques utilized in the tutorials on different problems but the leap is too
big at the moment.
I would start with Elman, Silvester, Wathen: "Finite elements and fast
iterative solvers". The canonical book on iterative solvers is the one by
Saad, but it only has a few pages about block methods.
Best
W.
--
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Wolfgang Bangerth email: [email protected]
www: http://www.math.colostate.edu/~bangerth/
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