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math.NA2026
A Divergence-Free Scott-Vogelius Finite Element Method for the Surface Stokes Problem
Yerim Kone, Michael Neilan, David Poling
We construct and analyze an exactly divergence-free Scott-Vogelius finite element method for the surface Stokes problem. The proposed scheme simultaneously enforces the tangentiali…
math.NA2026
On the convergence of iterated penalty methods for structure-preserving discretizations of saddle point problems
Patrick E. Farrell, Michael Neilan, Charles Parker +1
We present new convergence estimates for the iterated penalty method applied to structure-preserving discretizations of linear generalized saddle point systems. The method may be v…