Dear all,
I have been able to use AMG (using ML) for some of my problems and am
looking to delve deeper into the workings of the algorithm to better understand
how to use it for larger and more complex problems. Since my problems are
hyperbolic and involve sharp gradients, I think there is a possibility that
coarse level operators are not very stable in some problems. I see evidence of
this because in many cases, I need to use lu or a very high k ilu(k) on coarser
levels to keep the iterative solver from diverging.
In this regard, I am wondering whether it is possible to obtain the coarse
grid operators (or at the very least, the eigenstructure at these levels).
Right now, I am doing the monitoring at the baseline level but I am looking for
additional information.
Regards,
Karthik.
--
=======================================
Karthik Duraisamy
Assistant Professor (Consulting)
Durand Building Rm 357
Dept of Aeronautics and Astronautics
Stanford University
Stanford CA 94305
Phone: 650-721-2835
Web: www.stanford.edu/~dkarthik
=======================================
