Luca Capogna

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Nicola GarofaloArizona State UniversityEmail verificata su asu.edu
giovanna cittiUniversità di BolognaEmail verificata su unibo.it
Donatella DanielliSchool of Mathematical and Statistical Sciences, ASUEmail verificata su asu.edu
Scott PaulsProfessor of Mathematics, Dartmouth CollegeEmail verificata su dartmouth.edu
Duy-Minh NhieuProfessor of Mathematics, National Central University, TaiwanEmail verificata su math.ncu.edu.tw
Loredana LanzaniSyracuse UniversityEmail verificata su syr.edu
Enrico Le DonneUniversity of Fribourg, University of Jyväskylä, and University of PisaEmail verificata su msri.org
Elisa NegriniAssistant Adjunct Professor, UCLAEmail verificata su math.ucla.edu
Nageswari ShanmugalingamProfessor of Mathematics, University of CincinnatiEmail verificata su uc.edu
Michael CowlingEmeritus Professor of Mathematics, UNSWEmail verificata su unsw.edu.au
Fanghua LinProfessor of Mathematics, Courant Institute, New York UniversityEmail verificata su nyu.edu
Russell BrownUniversity of KentuckyEmail verificata su uky.edu
Riikka Korteassociate professor, Aalto University, FinlandEmail verificata su aalto.fi
alessandro ottazziUniversity of New South WalesEmail verificata su unsw.edu.au
Xiaodan ZhouOkinawa Institute of Science and Technology Graduate UniversityEmail verificata su oist.jp
Gianmarco GiovannardiUniversità di FirenzeEmail verificata su unifi.it
SIMONE VERZELLESIPhD student, Università di TrentoEmail verificata su UNITN.IT
Josh KlinePostdoc, University of CincinnatiEmail verificata su ucmail.uc.edu
Benny AvelinUppsala UniversityEmail verificata su karnudel.org
Kaj NyströmProfessor Mathematical Analysis, Uppsala UniversityEmail verificata su math.uu.se

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Luca Capogna

Professor, Smith College

Email verificata su smith.edu - Home page

Partial Differential Equations


Titolo Ordina per citazioni Ordina per anno Ordina per titolo	Citata da Citata da	Anno
An introduction to the Heisenberg group and the sub-Riemannian isoperimetric problem L Capogna, D Danielli, SD Pauls, J Tyson Springer Science & Business Media, 2007	673	2007
An embedding theorem and the Harnack inequality for nonlinear subelliptic equations L Capogna, D Danielli, N Garofalo Communications in Partial Differential Equations 18 (9-10), 1765-1794, 1993	279	1993
The geometric Sobolev embedding for vector fields and the isoperimetric inequality L Capogna, D Danielli, N Garofalo Communications in Analysis and Geometry 2, 203-215, 1994	219	1994
Regularity of quasi‐linear equations in the Heisenberg group L Capogna Communications on Pure and Applied Mathematics: A Journal Issued by the …, 1997	179	1997
Capacitary estimates and the local behavior of solutions of nonlinear subelliptic equations L Capogna, D Danielli, N Garofalo American Journal of Mathematics 118 (6), 1153-1196, 1996	166	1996
Regularity for quasilinear equations and quasiconformal maps in Carnot groups L Capogna Mathematische Annalen 313 (2), 263-295, 1999	109	1999
Boundary behavior of nonnegative solutions of subelliptic equations in NTA domains for Carnot-Carathéodory metrics L Capogna, N Garofalo Journal of Fourier Analysis and Applications 4, 403-432, 1998	106	1998
Regularity of minimizers of the calculus of variations in Carnot groups via hypoellipticity of systems of Hörmander type L Capogna, N Garofalo Journal of the European Mathematical Society 5 (1), 1-40, 2003	80	2003
Uniform domains and quasiconformal mappings on the Heisenberg group L Capogna, P Tang manuscripta mathematica 86, 267-281, 1995	62	1995
Conformality and -harmonicity in Carnot groups L Capogna, M Cowling	61	2006
Subelliptic mollifiers and a basic pointwise estimate of Poincaré type L Capogna, D Danielli, N Garofalo Mathematische Zeitschrift 226 (1), 147-154, 1997	60	1997
Regularity of Non-characteristic Minimal Graphs in the Heisenberg Group ℍ ¹ L Capogna, G Citti, M Manfredini Indiana University mathematics journal, 2115-2160, 2009	59	2009
Smoothness of Lipschitz minimal intrinsic graphs in Heisenberg groups , n > 1 L Capogna, G Citti, M Manfredini Walter de Gruyter GmbH & Co. KG 2010 (648), 75-110, 2010	53	2010
Legendrian energy minimizers. Part I: Heisenberg group target L Capogna, FH Lin Calculus of Variations and Partial Differential Equations 12 (2), 145-171, 2001	51	2001
An isoperimetric inequality and the geometric Sobolev embedding for vector fields L Capogna, D Danielli, N Garofalo Math. Res. Lett 1 (2), 263-268, 1994	47	1994
Harmonic measure: geometric and analytic points of view L Capogna, CE Kenig, L Lanzani American Mathematical Soc., 2005	46	2005
The Aronsson-Euler equation for absolutely minimizing Lipschitz extensions with respect to Carnot-Carathéodory metrics T Bieske, L Capogna Transactions of the American Mathematical Society 357 (2), 795-823, 2005	40	2005
Smoothness of subRiemannian isometries L Capogna, E Le Donne American Journal of Mathematics 138 (5), 1439-1454, 2016	38	2016
Ahlfors type estimates for perimeter measures in Carnot-Carathéodory spaces L Capogna, N Garofalo The Journal of Geometric Analysis 16, 455-497, 2006	38	2006
Pointwise Schauder estimates for second order linear equations in Carnot groups L Capogna, Q Han Contemporary Mathematics 320, 45-70, 2003	37	2003

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