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Jacopo Schino
Jacopo Schino
Samuel Eilenberg assistant professor, University of Warsaw
Bestätigte E-Mail-Adresse bei ncsu.edu - Startseite
Titel
Zitiert von
Zitiert von
Jahr
Least energy solutions to a cooperative system of Schrödinger equations with prescribed -bounds: at least -critical growth
J Mederski, J Schino
Calculus of Variations and Partial Differential Equations 61, 1-31, 2022
392022
Multiple Solutions to a Nonlinear Curl–Curl Problem in
J Mederski, J Schino, A Szulkin
Archive for Rational Mechanics and Analysis 236 (1), 253-288, 2020
212020
Multiple Solutions to Cylindrically Symmetric Curl-Curl Problems and Related Schrödinger Equations with Singular Potentials
M Gaczkowski, J Mederski, J Schino
SIAM Journal on Mathematical Analysis 55 (5), 4425-4444, 2023
82023
Normalized solutions to at least mass critical problems: singular polyharmonic equations and related curl-curl problems
B Bieganowski, J Mederski, J Schino
arXiv preprint arXiv:2212.12361, 2022
62022
Normalized ground states to a cooperative system of Schrödinger equations with generic -subcritical or -critical nonlinearity
J Schino
Advances in Differential Equations 27 (7/8), 467-496, 2022
62022
Nonlinear curl-curl problems in
J Mederski, J Schino
Minimax Theory and its Applications 7 (2), 339-364, 2022
42022
Radial and non-radial multiple solutions to a general mixed dispersion NLS equation
P d’Avenia, A Pomponio, J Schino
Nonlinearity 36 (3), 1743, 2023
22023
Ground state, bound state, and normalized solutions to semilinear Maxwell and Schr\" odinger equations
J Schino
arXiv preprint arXiv:2207.07461, 2022
22022
Normalized solutions to Schr\" odinger equations in the strongly sublinear regime
J Mederski, J Schino
arXiv preprint arXiv:2306.06015, 2023
12023
Multiple solutions to cylindrically symmetric curl-curl problems and related Schr\" odinger equations with singular potentials
M Gaczkowski, J Mederski, J Schino
arXiv preprint arXiv:2006.03565, 2020
2020
A novel and simple approach to normalised solutions to Schrödinger equations
J Schino
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