Jason Metcalfe

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	Toate	Din 2020
Referințe bibliografice	1837	730
h-index	26	17
i10-index	37	25

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Daniel TATARUUniversity of California, BerkeleyAdresă de e-mail confirmată pe berkeley.edu
Christopher D. SoggeJ. J. Sylvester Professor of Mathematics Johns Hopkins UniversityAdresă de e-mail confirmată pe jhu.edu
Jeremy L. MarzuolaProfessor of Mathematics, University of North Carolina at Chapel HillAdresă de e-mail confirmată pe math.unc.edu
Mihai TohaneanuAssistant professor of mathematicsAdresă de e-mail confirmată pe uky.edu
Hans ChristiansonProfessor of Mathematics, UNC-Chapel HillAdresă de e-mail confirmată pe math.unc.edu
Yi ZhouProfessor of School of Mathematical Sciences, Fudan UniversityAdresă de e-mail confirmată pe fudan.edu.cn
Chengbo WangZhejiang UniversityAdresă de e-mail confirmată pe zju.edu.cn
michael laceyGeorgia Institute of TechnologyAdresă de e-mail confirmată pe math.gatech.edu
Jacob PerryPhD, University of North Carolina at Chapel HillAdresă de e-mail confirmată pe live.unc.edu
Hart F SmithProfessor of Mathematics, University of WashingtonAdresă de e-mail confirmată pe math.washington.edu
Hans LindbladProfessor of Mathematics, Johns Hopkins UniversityAdresă de e-mail confirmată pe math.jhu.edu
Yi DuJiNan University (GuangZhou)Adresă de e-mail confirmată pe jnu.edu.cn
Robert James BoothAdresă de e-mail confirmată pe alumni.unc.edu
Becca ThomasesProfessor of Mathematics, Smith CollegeAdresă de e-mail confirmată pe smith.edu

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Jason Metcalfe

Professor of Mathematics, University of North Carolina

Adresă de e-mail confirmată pe email.unc.edu

Partial Differential Equations Microlocal analysis Mathematical relativity


Titlu Sortați după descrierea bibliografică Sortați după an Sortați după titlu	Citat de Citat de	Anul
Strichartz estimates on Schwarzschild black hole backgrounds J Marzuola, J Metcalfe, D Tataru, M Tohaneanu Communications in Mathematical Physics 293 (1), 37-83, 2010	149	2010
Price’s law on nonstationary space–times J Metcalfe, D Tataru, M Tohaneanu Advances in Mathematics 230 (3), 995-1028, 2012	141	2012
Strichartz estimates and local smoothing estimates for asymptotically flat Schrödinger equations J Marzuola, J Metcalfe, D Tataru Journal of Functional Analysis 255 (6), 1497-1553, 2008	138	2008
Long-time existence of quasilinear wave equations exterior to star-shaped obstacles via energy methods J Metcalfe, CD Sogge SIAM journal on mathematical analysis 38 (1), 188-209, 2006	117	2006
Global parametrices and dispersive estimates for variable coefficient wave equations J Metcalfe, D Tataru Mathematische Annalen 353 (4), 1183-1237, 2012	110*	2012
Hyperbolic trapped rays and global existence of quasilinear wave equations J Metcalfe, CD Sogge arXiv preprint math/0301290, 2003	77	2003
Global existence of null-form wave equations in exterior domains J Metcalfe, CD Sogge Mathematische Zeitschrift 256, 521-549, 2007	72	2007
On abstract Strichartz estimates and the Strauss conjecture for nontrapping obstacles K Hidano, J Metcalfe, H Smith, C Sogge, Y Zhou Transactions of the American Mathematical Society 362 (5), 2789-2809, 2010	71	2010
Global Strichartz estimates for solutions to the wave equation exterior to a convex obstacle J Metcalfe Transactions of the American Mathematical Society 356 (12), 4839-4855, 2004	60	2004
The Strauss conjecture on Kerr black hole backgrounds H Lindblad, J Metcalfe, CD Sogge, M Tohaneanu, C Wang Mathematische Annalen 359, 637-661, 2014	57	2014
Global existence of solutions to multiple speed systems of quasilinear wave equations in exterior domains J Metcalfe, M Nakamura, CD Sogge Walter de Gruyter 17 (1), 133-168, 2005	54	2005
Nonlinear waves on 3D hyperbolic space J Metcalfe, M Taylor Transactions of the American Mathematical Society 363 (7), 3489-3529, 2011	49	2011
Decay estimates for variable coefficient wave equations in exterior domains J Metcalfe, D Tataru Advances in Phase Space Analysis of Partial Differential Equations: In Honor …, 2009	48	2009
Quasilinear Schrödinger equations I: Small data and quadratic interactions JL Marzuola, J Metcalfe, D Tataru Advances in Mathematics 231 (2), 1151-1172, 2012	47	2012
Concerning the Strauss conjecture and almost global existence for nonlinear Dirichlet-wave equations in 4-dimensions Y Du, J Metcalfe, CD Sogge, Y Zhou Communications in Partial Differential Equations 33 (8), 1487-1506, 2008	47	2008
Local energy decay for scalar fields on time dependent non-trapping backgrounds J Metcalfe, J Sterbenz, D Tataru American Journal of Mathematics 142 (3), 821-883, 2020	44	2020
Pointwise decay for the Maxwell field on black hole space–times J Metcalfe, D Tataru, M Tohaneanu Advances in Mathematics 316, 53-93, 2017	44	2017
Global existence of quasilinear, nonrelativistic wave equations satisfying the null condition J Metcalfe, M Nakamura, CD Sogge Japanese journal of mathematics. New series 31 (2), 391-472, 2005	40	2005
Global existence for semilinear wave equations exterior to nontrapping obstacles J Metcalfe arXiv preprint math/0210246, 2002	39	2002
Paraproducts in one and several parameters M Lacey, J Metcalfe De Gruyter 19 (2), 325-351, 2007	38	2007

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