Develops restarted accelerated primal-dual methods with monotone and non-monotone adaptive stepsizes that achieve global linear convergence for nonlinear conic convex programs under metric subregularity of the KKT mapping.
Active set identification and rapid convergence for degenerate primal-dual problems.arXiv:2602.10436, 2026
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Restarted Accelerated Primal-Dual Algorithms with Adaptive Stepsizes for Nonlinear Conic Constrained Convex Optimization
Develops restarted accelerated primal-dual methods with monotone and non-monotone adaptive stepsizes that achieve global linear convergence for nonlinear conic convex programs under metric subregularity of the KKT mapping.