A new asymptotically gauge-invariant HHO discretization for magnetic Schrödinger equations on polyhedral meshes achieves optimal convergence and stable ground states.
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Asymptotic gauge-invariant Hybrid High-Order method for magnetic Schr\"odinger equations
A new asymptotically gauge-invariant HHO discretization for magnetic Schrödinger equations on polyhedral meshes achieves optimal convergence and stable ground states.