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What kind of problems is it mostly used for? Please describe.
Semi-discretizations of $H^1 \times L_2$ solution fields.
Describe the algorithm you’d like
Stabilized Rosenbrock with special linear solution handling of the $L_2$ fields (Schur-complement reduction). Could also well for some stiff ODEs without special structure.
What kind of problems is it mostly used for? Please describe.
Semi-discretizations of$H^1 \times L_2$ solution fields.
Describe the algorithm you’d like
Stabilized Rosenbrock with special linear solution handling of the$L_2$ fields (Schur-complement reduction). Could also well for some stiff ODEs without special structure.
Other implementations to know about
References
Original paper is here https://doi.org/10.1016/j.apnum.2012.08.001 . The specialized solver is described here https://doi.org/10.1016/j.cma.2009.12.011 and can probably be reused across all other Rosenbrock methods.
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