Pascal,

Originally, I only knew Trilinos because I used the distributed matrices and vectors in my application. I also knew that there is a configuration of trilinos to make complex numbers available in all packages that support it. However, from what I can tell, that only effects Tpetra datatypes, not Epetra. From what I have seen in the dealwrappers, they only use Epetra. An interesting detail about this is the Komplex-Package, which is described as an Epetra based solver for complex systems, which wraps Epetra matrices and stores the real and imaginary parts as blocks. (see here: https://docs.trilinos.org/dev/packages/komplex/doc/html/index.html <https://nam01.safelinks.protection.outlook.com/?url=https%3A%2F%2Fdocs.trilinos.org%2Fdev%2Fpackages%2Fkomplex%2Fdoc%2Fhtml%2Findex.html&data=02%7C01%7CWolfgang.Bangerth%40colostate.edu%7Ca8809251f22f473d86cc08d83141f358%7Cafb58802ff7a4bb1ab21367ff2ecfc8b%7C0%7C0%7C637313506615095299&sdata=m%2BNl78twnMHlf3ByWf3OlsYX7WDK%2ByHz6ogeMVuKUBA%3D&reserved=0> ) At GitHub I can see that project 4 deals with adding Tpetra support which would make complex numbers in Tpetra usable in deal if the interface is built to support them)

Yes, Tpetra is the way to go in the long run. deal.II actually has Tpetra wrappers already, in namespace LinearAlgebra::TpetraWrappers. It is definitely our long-term goal to move from the Epetra interfaces to the Tpetra interfaces. The issue -- for several years already -- is that not all of the packages we use in Trilinos (for example for solvers, preconditioners, etc) support Tpetra. In other words, at least every time we looked, we could not replace our Epetra interfaces without losing functionality.

That said, it is definitely true that there are Trilinos packages for solvers and preconditioners that do support Tpetra, and for which we don't (yet) have any interfaces. So, if you are willing to help out with this situation, one approach worth pursuing would be to explore what Trilinos functionality you need, and then ask here or on github which pieces are already available and which still need to be written. None of the interfaces are very large, and writing more interfaces is not a very difficult task because there are already good examples to start from. We would certainly appreciate any help!


About GMRES: I will be using PETSc GMRES to solve my system, but if possible I will try to also solve it with dealii::SolverGMRES and let you know what happens.

Yes, feedback is welcome!

Best
 W.

--
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Wolfgang Bangerth          email:                 bange...@colostate.edu
                           www: http://www.math.colostate.edu/~bangerth/

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