Federico, Serena, On the Existence of a Weyl Calculus on Graded Lie Groups, in: Pseudo-Differential Operators and Related Topics, 2025, pp. 1 - 8 (atti di: Pseudo-Differential Operators and Related Topics (PSORT 2024), Ghent, dal 29 gennaio al 2 febbraio 2024) [atti di convegno-abstract]
Federico, Serena, Uniqueness results for variable coefficient Schrödinger equations, «BRUNO PINI MATHEMATICAL ANALYSIS SEMINAR», 2025, 15, pp. 60 - 78 [articolo]
Federico, Serena, Carleman estimates for third order operators of KdV and non KdV-type and applications, «ANNALI DI MATEMATICA PURA ED APPLICATA», 2024, 203, pp. 2801 - 2823 [articolo]Open Access
Federico, Serena; Li, Zongyuan; Yu, Xueying, On the uniqueness of variable coefficient Schrödinger equations, «COMMUNICATIONS IN CONTEMPORARY MATHEMATICS», 2024, 27, Article number: 2450016, pp. 1 - 45 [articolo]
Chatzakou, M; Federico, S; Zegarlinski, B, q-Poincare Inequalities on Carnot Groups with Filiform Type Lie Algebra, «POTENTIAL ANALYSIS», 2024, 60, pp. 1067 - 1092 [articolo]Open Access
Federico, Serena; Ruzhansky, Michael, Smoothing and Strichartz estimates for degenerate Schrödinger-type equations, «NONLINEAR ANALYSIS», 2024, 242, Article number: 113500, pp. 1 - 19 [articolo]Open Access
Cardona, Duván; Federico, Serena; Ruzhansky, Michael, Subelliptic sharp Gårding inequality on compact Lie groups, «PURE AND APPLIED ANALYSIS», 2024, 6, pp. 455 - 485 [articolo]Open Access
S. Federico;
A. Parmeggiani, On a class of pseudodifferential operators on the product ofcompact Lie groups, «MATHEMATISCHE NACHRICHTEN», 2023, 296, pp. 217 - 242 [articolo]Open Access
Federico, Serena, On some variable coefficient Schrödinger operators on R × Rn and R × T 2, in: ICMC Summer Meeting on Differential Equations – Chapter 2022, Rio de Janeiro, SBM- Sociedade Brasileira de Matemática, 2022, 52, pp. 17 - 37 (atti di: ICMC Summer Meeting on Differential Equations-Chapter 2022, Online event, 3/02/2020) [Contributo in Atti di convegno]Open Access
Federico S.; Staffilani G., Sharp Strichartz estimates for some variable coefficient Schrödinger operators on R × T2, «MATHEMATICS IN ENGINEERING», 2022, 4, pp. 1 - 23 [articolo]Open Access
Federico, Serena, Smoothing Effect and Strichartz Estimates for Some Time-Degenerate Schrödinger Equations, in: Harmonic Analysis and Partial Differential Equations, Birkhäuser, Cham, «TRENDS IN MATHEMATICS», 2022, pp. 19 - 44 (atti di: 13th International ISAAC Congress 2021, Ghent, Belgium, August 2-6, 2021) [Contributo in Atti di convegno]Open Access
Federico S., Local Solvability of Some Partial Differential Operators with Non-smooth Coefficients, in: Anomalies in Partial Differential Equations, Argovia, Springer-Verlag Italia s.r.l., 2021, pp. 277 - 291 (SPRINGER INDAM SERIES) [capitolo di libro]Open Access
Federico, Serena; Staffilani, Gigliola, Smoothing effect for time-degenerate Schrödinger operators, «JOURNAL OF DIFFERENTIAL EQUATIONS», 2021, 298, pp. 205 - 247 [articolo]Open Access
Federico, Serena; Parmeggiani, Alberto, Correction to: On the Solvability of a Class of Second Order Degenerate Operators, in: Advances in Microlocal and Time-Frequency Analysis, College Park, MD, USA, Birkhäuser, 2020, pp. 207 - 226 (APPLIED AND NUMERICAL HARMONIC ANALYSIS) [capitolo di libro]
S. Federico; A. Parmeggiani, On the Solvability of a Class of Second Order Degenerate Operators, in: Advances in Microlocal and Time-Frequency Analysis, Cham, Birkhäuser, 2020, pp. 207 - 226 (APPLIED AND NUMERICAL HARMONIC ANALYSIS) [capitolo di libro]Open Access
