Luca Fanelli

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Luis VegaProfessor of Mathematics, UPV/EHU& BCAM, Bilbao, SpainVerified email at ehu.eus
Piero D'AnconaProfessore Sapienza - Universita' di RomaVerified email at mat.uniroma1.it
Lucrezia CossettiRamon y Cajal & Ikerbasque at UPV/EHUVerified email at kit.edu
BIAGIO CASSANOProfessore Associato, Università degli Studi della Campania, ItaliaVerified email at unicampania.it
ana primoUniversidad Autónoma de MadridVerified email at uam.es
marco fontelosInstituto de Ciencias Matemáticas, CSIC, SpainVerified email at icmat.es
Juan Antonio BarcelóUniversidad Politécnica de MadridVerified email at upm.es
Nico Michele SchiavoneUniversidad Politécnica de MadridVerified email at upm.es
Claudio MuñozProfessor, Mathematical Engineering Department (DIM) and Center for Mathematical Modeling (CMM)Verified email at dim.uchile.cl
Miguel A. AlejoUniversity of Córdoba (Spain)Verified email at uco.es
alberto ruizprofesor de matemáticas, universidad autónoma de madridVerified email at uam.es
Jiqiang ZhengInstitute of Applied Physics and Computational MathematicsVerified email at unice.fr
Eugenio MontefuscoDipartimento di Matematica, Sapienza Università di RomaVerified email at uniroma1.it
Federico CacciafestaRicercatore - università di Padova, dipartimento di matematicaVerified email at mat.uniroma1.it
Andoni GarciaUniversidad del País Vasco / Euskal Herriko UnibertsitateaVerified email at ehu.es
Sandra LucenteDipartimento Interateneo di Fisica, Università di BariVerified email at uniba.it
Felipe LinaresIMPAVerified email at impa.br
Hynek KovarikUniversità degli Studi di BresciaVerified email at unibs.it
Luz RoncalVerified email at bcamath.org
Susana GutierrezUniversity of BirminghamVerified email at bham.ac.uk

Luca Fanelli

Ikerbasque & UPV/EHU

Verified email at ehu.es - Homepage

Partial Differential Equations Spectral Theory Harmonic Analysis


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Strichartz and smoothing estimates for dispersive equations with magnetic potentials P D'ancona, L Fanelli Communications in Partial Differential Equations 33 (6), 1082-1112, 2008	138	2008
Endpoint Strichartz estimates for the magnetic Schrödinger equation P D'Ancona, L Fanelli, L Vega, N Visciglia Journal of Functional Analysis 258 (10), 3227-3240, 2010	109	2010
L p-boundedness of the wave operator for the one dimensional Schrödinger operator P D’Ancona, L Fanelli Communications in mathematical physics 268 (2), 415-438, 2006	103	2006
Time decay of scaling critical electromagnetic Schrödinger flows L Fanelli, V Felli, MA Fontelos, A Primo Communications in Mathematical Physics 324, 1033-1067, 2013	85	2013
Decay estimates for the wave and Dirac equations with a magnetic potential P D'Ancona, L Fanelli arXiv preprint math/0504370, 2005	78	2005
Magnetic virial identities, weak dispersion and Strichartz inequalities L Fanelli, L Vega Mathematische Annalen 344, 249-278, 2009	65	2009
On the existence of maximizers for a family of restriction theorems L Fanelli, L Vega, N Visciglia arXiv preprint arXiv:1007.2063, 2010	63	2010
Spectral stability of Schrödinger operators with subordinated complex potentials L Fanelli, D Krejčiřík, L Vega Journal of Spectral Theory 8 (2), 575-604, 2018	56	2018
On the blow-up threshold for weakly coupled nonlinear Schrödinger equations L Fanelli, E Montefusco Journal of Physics A: Mathematical and Theoretical 40 (47), 14139, 2007	52	2007
Existence of maximizers for Sobolev–Strichartz inequalities L Fanelli, L Vega, N Visciglia Advances in Mathematics 229 (3), 1912-1923, 2012	46	2012
Time decay of scaling invariant electromagnetic Schrödinger equations on the plane L Fanelli, V Felli, MA Fontelos, A Primo Communications in Mathematical Physics 337, 1515-1533, 2015	41	2015
Virial identity and weak dispersion for the magnetic Dirac equation N Boussaid, P d'Ancona, L Fanelli Journal de mathématiques pures et appliquées 95 (2), 137-150, 2011	40	2011
Absence of eigenvalues of two-dimensional magnetic Schrödinger operators L Fanelli, D Krejčiřík, L Vega Journal of Functional Analysis 275 (9), 2453-2472, 2018	34	2018
Non-trapping magnetic fields and Morrey–Campanato estimates for Schrödinger operators L Fanelli Journal of mathematical analysis and applications 357 (1), 1-14, 2009	33	2009
Dispersive estimates for 2D-wave equations with critical potentials L Fanelli, J Zhang, J Zheng Advances in Mathematics 400, 108333, 2022	29	2022
Absence of eigenvalues of Dirac and Pauli Hamiltonians via the method of multipliers L Cossetti, L Fanelli, D Krejčiřík Communications in Mathematical Physics 379, 633-691, 2020	27	2020
Smoothing estimates for the Schrödinger equation with unbounded potentials P D'Ancona, L Fanelli Journal of Differential Equations 246 (12), 4552-4567, 2009	27	2009
Counterexamples to Strichartz estimates for the magnetic Schrödinger equation L Fanelli, A Garcia arXiv preprint arXiv:0904.1129, 2009	26	2009
Sharp Hardy uncertainty principle and Gaussian profiles of covariant Schrödinger evolutions B Cassano, L Fanelli Transactions of the American Mathematical Society 367 (3), 2213-2233, 2015	24	2015
Hardy uncertainty principle and unique continuation properties of covariant Schrödinger flows JA Barcelo, L Fanelli, S Gutierrez, A Ruiz, MC Vilela Journal of Functional Analysis 264 (10), 2386-2415, 2013	24	2013

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