Derives second-order Dini formulas for efficient solution maps S from marginal maps Φ under value-to-decision error bounds and metric regularity conditions in parametric vector optimization.
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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
Develops multiplier-based contraction framework and LMI conditions for stability of regularized MPC interpreted as implicit Lur'e systems across three classes of regularizers.
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Second-Order Sensitivity of Efficient Solution and Marginal Maps in Parametric Vector Optimization with Set Constraints
Derives second-order Dini formulas for efficient solution maps S from marginal maps Φ under value-to-decision error bounds and metric regularity conditions in parametric vector optimization.
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Regularized Model Predictive Control via Contractivity and Implicit Lur'e Analysis
Develops multiplier-based contraction framework and LMI conditions for stability of regularized MPC interpreted as implicit Lur'e systems across three classes of regularizers.