A Tikhonov-regularized, Newton-type second-order dynamics converges strongly to the minimal-norm solution of a monotone equation with rates of order O(t^{-2+delta}) for the residual when parameters are chosen near the accelerated regime.
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Strong convergence and fast rates for systems with Tikhonov regularization
A Tikhonov-regularized, Newton-type second-order dynamics converges strongly to the minimal-norm solution of a monotone equation with rates of order O(t^{-2+delta}) for the residual when parameters are chosen near the accelerated regime.