SCARINCI, TERESA

SCARINCI, TERESA  

Dipartimento di Ingegneria e scienze dell'informazione e matematica  

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Risultati 1 - 13 di 13 (tempo di esecuzione: 0.02 secondi).
Titolo Data di pubblicazione Autore(i) File
Stochastic proximal gradient methods for nonconvex problems in Hilbert spaces 1-gen-2021 Geiersbach, C.; Scarinci, T.
On the metric regularity of affine optimal control problems 1-gen-2020 Quincampoix, M.; Scarinci, T.; Veliov, V. M.
Metric Regularity Properties in Bang-Bang Type Linear-Quadratic Optimal Control Problems 1-gen-2019 Preininger, J.; Scarinci, T.; Veliov, V. M.
Partial regularity for solutions to subelliptic eikonal equations 1-gen-2018 Albano, P.; Cannarsa, P.; Scarinci, T.
Higher-order numerical scheme for linear quadratic problems with bang–bang controls 1-gen-2018 Scarinci, T.; Veliov, V. M.
High order discrete approximations to Mayer⇔s problems for linear systems 1-gen-2018 Pietrus, A.; Scarinci, T.; Veliov, V.
On the regularity of linear-quadratic optimal control problems with Bang-Bang solutions 1-gen-2018 Preininger, J.; Scarinci, T.; Veliov, V. M.
Regularity results for the minimum time function with Hörmander vector fields 1-gen-2018 Albano, P.; Cannarsa, P.; Scarinci, T.
Optimality conditions (In Pontryagin form) 1-gen-2017 Aronna, M. S.; Tonon, D.; Boccia, A.; Campos, C. M.; Mazzola, M.; Van Nguyen, L.; Palladino, M.; Scarinci, T.; Silva, F. J.
Sensitivity relations for the Mayer problem with differential inclusions 1-gen-2015 Cannarsa, P.; Frankowska, H.; Scarinci, T.
Conjugate Times and Regularity of the Minimum Time Function with Differential Inclusions 1-gen-2015 Cannarsa, P; Scarinci, T
Second-order sensitivity relations and regularity of the value function for mayer's problem in optimal control 1-gen-2015 Cannarsa, P.; Frankowska, H.; Scarinci, T.
Sensitivity relations for the Mayer problem of optimal control 1-gen-2014 Cannarsa, P; Frankowska, H; Scarinci, T