A regularized Newton method with a Schur complement evaluates the inverse energy-based hysteresis operator in O(K) work, matching the forward operator, with controllable smoothing error.
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Efficient evaluation of forward and inverse energy-based magnetic hysteresis operators
A regularized Newton method with a Schur complement evaluates the inverse energy-based hysteresis operator in O(K) work, matching the forward operator, with controllable smoothing error.