A projected variable smoothing method finds epsilon-approximate critical points of subspace-constrained weakly convex composites in O(epsilon^-3) iterations, and the Moreau envelope and prox of suprema of weakly convex functions are characterized.
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A Projected Variable Smoothing for Weakly Convex Optimization and Supremum Functions
A projected variable smoothing method finds epsilon-approximate critical points of subspace-constrained weakly convex composites in O(epsilon^-3) iterations, and the Moreau envelope and prox of suprema of weakly convex functions are characterized.