A reduced-basis method for parameterized stationary Maxwell optimal control with Gauss's law is proven to converge uniformly as snapshot samples densify, and is equipped with residual-based a posteriori error bounds.
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Optimal Control of Parameterized Maxwell's System: Reduced Basis, Convergence Analysis, and A Posteriori Error Estimates
A reduced-basis method for parameterized stationary Maxwell optimal control with Gauss's law is proven to converge uniformly as snapshot samples densify, and is equipped with residual-based a posteriori error bounds.