Guaranteed, fully computable a posteriori error estimators for any lowest-order locally conservative method on polytopal meshes, covering discretization, linearization, algebraic, and temporal error components via inexpensive matrix-vector evaluations.
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A posteriori error estimates and adaptivity for locally conservative methods. Inexpensive implementation and evaluation, polytopal meshes, iterative linearization and algebraic solvers, and applications to complex porous media flows
Guaranteed, fully computable a posteriori error estimators for any lowest-order locally conservative method on polytopal meshes, covering discretization, linearization, algebraic, and temporal error components via inexpensive matrix-vector evaluations.