Introduces a novel constraint qualification ensuring the asymptotic weak maximum principle implies the classical weak maximum principle for mixed constrained optimal control, shown to be the weakest such in the smooth setting.
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2 Pith papers cite this work. Polarity classification is still indexing.
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math.OC 2years
2026 2verdicts
UNVERDICTED 2representative citing papers
The work establishes asymptotic KKT-type necessary optimality conditions for continuous-time nonlinear programming and shows sufficiency under convexity, while proposing a convergent augmented Lagrangian solver.
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A New Constraint Qualification for Mixed Constrained Optimal Control
Introduces a novel constraint qualification ensuring the asymptotic weak maximum principle implies the classical weak maximum principle for mixed constrained optimal control, shown to be the weakest such in the smooth setting.
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Asymptotic KKT Conditions for Continuous-Time Nonlinear Programming
The work establishes asymptotic KKT-type necessary optimality conditions for continuous-time nonlinear programming and shows sufficiency under convexity, while proposing a convergent augmented Lagrangian solver.