[Trilinos-Users] Interfacing LOCA with Petsc Matrices

[Manav Bhatia]

Hi, 
  
   I have an application where I have been using Petsc nonlinear solvers. I need to extend this to include bifurcation problems and am looking to use LOCA for that. Is there a way I can naturally interface my code to Trillions? 

   I noticed that there is a "petsc”  directory in packages/nox/examples and the LOCA user information states: “Currently, there is no LOCA Petsc support provided, but this will be added as soon as there is demand.” 

   I would appreciate guidance on the best way to move forward. 

Regards,
Manav
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