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- Primal and dual characterizations of sign-symmetric norms#177055arXiv (OAI)
- Sharp stability for the Talenti inequality#1424487arXiv (All)
- Dual characterizations of norm minimization problems#998079arXiv (All)
- Sequential Extremal Principle: Refinements and Applications#998776arXiv (All)
- $\varepsilon$-$\mathcal{VU}$ spaces and approximate leaves\\ for sublinear composite functions#1390029arXiv (All)
- Distances on Finite Constraint Systems and LICQ Radii in Nonlinear Programming#1234358arXiv (All)
- On the Regularization of Primal-Dual Dynamics in Time-Dependent Nonconvex Optimization#1354598arXiv (All)
- Directional differentiability for the solution map of the bilateral parabolic obstacle problem#1070421arXiv (OAI Expanded)
- Quantitative Stability, Coercivity and Uniqueness of Optimal Transport Plans#1130230arXiv (All)
- Logarithmically Coupled \(p\)-Laplacian Systems: From Discrete Ground States to Rigidity and Critical Continuous Limits#973114arXiv (All)
- A $\mathcal{VU}$-calculus for composite functions and the $\mathcal{U}$-Hessian of partly smooth functions#1012855arXiv (All)
- A Sharp Planar Fractional Isoperimetric Inequality#1013261arXiv (All)
- Optimal control of a class of nonlinear heat conduction models#1014805arXiv (All)
- Sensitivity Calculus and its Numerical Implementation for Multi-D Hyperbolic Balance Laws#1034564arXiv (All)
- Stability of optimal transport maps and second variation of the 2-Monge-Kantorovich distance#1399870arXiv (All)
- Well-posedness and controllability of hyperbolic boundary control systems on a one-dimensional spatial domain#1400820arXiv (All)
- Wasserstein Stability and Free Boundaries in Measure-Parameterized Bilevel Obstacle Problems#985807arXiv (All)
- Second-Order Sensitivity of Efficient Solution and Marginal Maps in Parametric Vector Optimization with Set Constraints#608917arXiv (OAI Expanded)
- Second-Order Sensitivity of Efficient Solution and Marginal Maps in Parametric Vector Optimization with Set Constraints#609979arXiv (All)
- On the stability of proximal operators in Wasserstein spaces under different notions of convexity#1077913arXiv (All)
- Asymptotic analyis of an optimal control problem for a phase field tumor growth model with hyperbolic relaxation of the chemical potential#1200031arXiv (All)
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