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Recent developments on nonlinear geometric PDEs

Organizer(s):
Name:	Affiliation:	Country:
Angela Pistoia	Sapienza University of Roma	Italy
Pierpaolo Esposito	University of Roma 3	Italy
Giusi Vaira	University of Bari	Italy

Introduction:

The applications of partial differential equations (PDEs) to a wide variety of geometry related problems arising in both pure mathematics and applied sciences have been largely studied in the past years. The aim of this section is to present recent progress in PDEs from geometric perspectives and to bring together researchers who are interested in this field.

All Abstracts

List of abstracts and speakers
Name	Affiliation	Title
Luca Battaglia	Universita degli Studi Roma Tre	A mean field approach for the double curvature prescription problem
Giovanni G Catino	Politecnico di Milano	Rigidity results for critical elliptic equations
Haixia Chen	Hanyang University	Sharp quantitative estimates of the Yamabe problem
Abdelrazek Dieb	University Ibn khaldoun of Tiaret	Existence and Non-existence results for non-linear elliptic systems involving Hardy potential
Antonio J. Fernandez	Universidad Autonoma de Madrid	Nonradial solutions to competitive critical elliptic systems in 3d
Isabella Ianni	Sapienza Universita di Roma	Uniqueness and nondegeneracy for fractional Dirichlet problems
Rohit Kumar	Indian Institute of Technology Jodhpur	Characterizations of Compactness and Weighted Eigenvalue Problem for Fractional $p$-Laplacian in $\mathbb{R}^N$
Rafael Lopez-Soriano	Universidad de Granada	A double prescription curvature problem
Marcello Lucia	City University of New York	A mountain pass Theorem and moduli space of minimal immersions
Gabriele Mancini	University of Bari Aldo Moro	Existence and non-degeneracy of Liouville bubbles in dimension one.
Luisa Moschini	Sapienza, University of Rome	Liouville type theorems for anisotropic degenerate elliptic equations on strips
Dimitri Mugnai	Tuscia University	A new look at beams
Susanna Terracini	University of Turin	A priori regularity estimates for equations degenerating on nodal sets
Jing Wu	Autonomous University of Madrid	Modica type estimates and curvature results for overdetermined elliptic problems