Antonio Segatti

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Giulio SchimpernaDepartment of Mathematics, University of PaviaAdresă de e-mail confirmată pe unipv.it
Riccarda RossiRicercatore di analisi matematicaAdresă de e-mail confirmată pe unibs.it
Sergey ZelikUniversity of SurreyAdresă de e-mail confirmată pe surrey.ac.uk
Marco VeneroniAssociate Professor of Mathematical Analysis, University of PaviaAdresă de e-mail confirmată pe unipv.it
Giuseppe SavaréProfessor of Mathematical Analysis, Department of Decisoion Sciences, Bocconi UniversityAdresă de e-mail confirmată pe unibocconi.it
Juan Luis VazquezEmeritus Professor of Mathematics, Universidad Autonoma de Madrid, SpainAdresă de e-mail confirmată pe uam.es
Stefano LisiniRicercatore universitario, Università degli Studi di PaviaAdresă de e-mail confirmată pe unipv.it
Maurizio GrasselliProfessor, Politecnico di MilanoAdresă de e-mail confirmată pe polimi.it
Hao WuSchool of Mathematical Sciences, Fudan UniversityAdresă de e-mail confirmată pe fudan.edu.cn
Matteo BonforteUniversidad Autónoma de MadridAdresă de e-mail confirmată pe uam.es
Alain MiranvilleProfesseur de Mathématiques Appliquées, Université Le Havre NormandieAdresă de e-mail confirmată pe univ-lehavre.fr
Francesco FreddiUniversity of Parma, ItalyAdresă de e-mail confirmată pe unipr.it
Christian HeinemannWeierstrass Institute (WIAS)Adresă de e-mail confirmată pe wias-berlin.de
Pierluigi ColliProfessor of Mathematical Analysis, University of PaviaAdresă de e-mail confirmată pe unipv.it

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Antonio Segatti

Department of Mathematics, University of Pavia

Adresă de e-mail confirmată pe unipv.it - Pagina de pornire

Nonlinear Partial Differential Equations


Titlu Sortați după descrierea bibliografică Sortați după an Sortați după titlu	Citat de Citat de	Anul
Fractional Cahn–Hilliard, Allen–Cahn and porous medium equations G Akagi, G Schimperna, A Segatti Journal of Differential Equations 261 (6), 2935-2985, 2016	136	2016
On a doubly nonlinear model for the evolution of damaging in viscoelastic materials E Bonetti, G Schimperna, A Segatti Journal of Differential Equations 218 (1), 91-116, 2005	78	2005
On the 3D Cahn–Hilliard equation with inertial term M Grasselli, G Schimperna, A Segatti, S Zelik Journal of Evolution Equations 9 (2), 371-404, 2009	61	2009
Well-posedness and long-time behavior for a class of doubly nonlinear equations G Schimperna, A Segatti, U Stefanelli arXiv preprint math/0611071, 2006	53	2006
Global attractor for a class of doubly nonlinear abstract evolution equations A Segatti Discrete and Continuous Dynamical Systems 14 (4), 801, 2006	48	2006
On the hyperbolic relaxation of the Cahn–Hilliard equation in 3D: approximation and long time behaviour A Segatti Mathematical Models and Methods in Applied Sciences 17 (03), 411-437, 2007	44	2007
Attractors for gradient flows of nonconvex functionals and applications R Rossi, A Segatti, U Stefanelli Archive for rational mechanics and analysis 187, 91-135, 2008	41	2008
Equilibrium configurations of nematic liquid crystals on a torus A Segatti, M Snarski, M Veneroni Physical Review E 90 (1), 012501, 2014	40	2014
A gradient flow approach to the porous medium equation with fractional pressure S Lisini, E Mainini, A Segatti Archive for Rational Mechanics and Analysis 227, 567-606, 2018	32	2018
Weighted energy-dissipation principle for gradient flows in metric spaces R Rossi, G Savaré, A Segatti, U Stefanelli Journal de Mathématiques Pures et Appliquées 127, 1-66, 2019	31*	2019
A variational principle for gradient flows in metric spaces R Rossi, G Savaré, A Segatti, U Stefanelli Comptes Rendus. Mathématique 349 (23-24), 1225-1228, 2011	31	2011
Analysis of a variational model for nematic shells A Segatti, M Snarski, M Veneroni Mathematical Models and Methods in Applied Sciences 26 (10), 1865-1918, 2016	30	2016
Sequential recovery of NK cell receptor repertoire after allogeneic hematopoietic SCT S Giebel, J Dziaczkowska, T Czerw, J Wojnar, M Krawczyk-Kulis, I Nowak, ... Bone marrow transplantation 45 (6), 1022-1030, 2010	29	2010
Defects in nematic shells: a Γ-convergence discrete-to-continuum approach G Canevari, A Segatti Archive for Rational Mechanics and Analysis 229, 125-186, 2018	28	2018
Convergent tangent plane integrators for the simulation of chiral magnetic skyrmion dynamics G Hrkac, CM Pfeiler, D Praetorius, M Ruggeri, A Segatti, B Stiftner Advances in Computational Mathematics 45, 1329-1368, 2019	27	2019
Convergence of solutions for the fractional Cahn–Hilliard system G Akagi, G Schimperna, A Segatti Journal of Functional Analysis 276 (9), 2663-2715, 2019	25	2019
Morse's index formula in VMO for compact manifolds with boundary G Canevari, A Segatti, M Veneroni Journal of Functional Analysis 269 (10), 3043-3082, 2015	23	2015
Finite dimensional reduction and convergence to equilibrium for incompressible Smectic-A liquid crystal flows A Segatti, H Wu SIAM journal on mathematical analysis 43 (6), 2445-2481, 2011	21	2011
On a fractional thin film equation A Segatti, JL Vázquez Advances in Nonlinear Analysis 9 (1), 1516-1558, 2020	17	2020
Global attractors for gradient flows in metric spaces R Rossi, A Segatti, U Stefanelli Journal de mathématiques pures et appliquées 95 (2), 205-244, 2011	16	2011

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