Reformulates SDCMPCC via spectral decomposition of complementarity structure and proves augmented Lagrangian accumulation points are W-stationary (or C-stationary under stricter subproblem conditions).
Optimization 54(6), 517-534 (2005)
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Piecewise M-stationarity is equivalent to B-stationarity for MPCCs under MPCC-ACQ and reduces the cost of verifying stationarity for NCP-based algorithms.
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Augmented Lagrangian methods for nonlinear semidefinite programming with complementarity constraints
Reformulates SDCMPCC via spectral decomposition of complementarity structure and proves augmented Lagrangian accumulation points are W-stationary (or C-stationary under stricter subproblem conditions).
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Piecewise M-Stationarity and Related Algorithms for Mathematical Programs with Complementarity Constraints
Piecewise M-stationarity is equivalent to B-stationarity for MPCCs under MPCC-ACQ and reduces the cost of verifying stationarity for NCP-based algorithms.