Establishes an implicit function theorem for maximally monotone generalized equations and uses C^2-cone reducibility to obtain stability results for regularized least-squares problems including polyhedral and piecewise linear-quadratic regularizers.
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Stability results for regularized least-squares problems via generalized Hessian expressions and monotone generalized equations
Establishes an implicit function theorem for maximally monotone generalized equations and uses C^2-cone reducibility to obtain stability results for regularized least-squares problems including polyhedral and piecewise linear-quadratic regularizers.