[malchiodi]

Scuola Normale Superiore

**Email:** *andrea.malchiodi AT sns.it*

**Home-page:** https://sites.google.com/a/sns.it/andrea-malchiodi/home

- T. Lamm - A. Malchiodi - M. Micallef (Submitted Paper)

A gap theorem for $\alpha$-harmonic maps between two-spheres (2019) - J. H. Cheng - A. Malchiodi - P. Yang (Submitted Paper)

On the Sobolev quotient of three-dimensional CR manifolds (2019) - A. Malchiodi - M. Novaga - D. Pagliardini (Submitted Paper)

On critical points of the relative fractional perimeter (2018) - R. Lopez-Soriano - A. Malchiodi - D. Ruiz (Preprint)

Conformal metrics with prescribed gaussian and geodesic curvatures (2018) - N. Ikoma - A. Malchiodi - A. Mondino (Accepted Paper:
*Intern. Math. Res. Not. (IMRN)*)

Foliation by area-constrained Willmore spheres near a non-degenerate critical point of the scalar curvature (2018) - A. Malchiodi - M. Mayer (Preprint)

Prescribing Morse scalar curvatures: subcritical blowing-up solutions (2018) - A. Malchiodi - M. Mayer (Preprint)

Prescribing Morse scalar curvatures: blow-up analysis (2018) - A. Malchiodi - R. Mandel - M. Rizzi (Preprint)

Periodic solutions to the Cahn-Hilliard equation in the plane (2017) - T. Lamm - A. Malchiodi - M. Micallef (Preprint)

Limits of $\alpha$-harmonic maps (2015) - A. Jevnikar - S. Kallel - A. Malchiodi (Analysis and PDE)

A topological join construction and the Toda system on compact surfaces of arbitrary genus (2015) - L. Battaglia - A. Malchiodi (Preprint)

Existence and non-existence results for the SU(3) singular Toda system on compact surfaces (2015) - L. Battaglia - A. Jevnikar - A. Malchiodi - D. Ruiz (Adv. Math.)

A general existence result for the Toda system on compact surfaces (2015) - N. Ikoma - A. Malchiodi - A. Mondino (American Journal of Mathematics)

Embedded area-constrained Willmore tori of small area in Riemannian three-manifolds II: Morse Theory (2014) - N. Ikoma - A. Malchiodi - A. Mondino (Proceedings of the London Math. Soc.)

Embedded area-constrained Willmore tori of small area in Riemannian three-manifolds I: Minimization (2014) - A. Malchiodi - L. Martinazzi (Accepted Paper:
*J. Eur. Math. Soc. (JEMS)*)

Critical points of the Moser-Trudinger functional on a disk (2012) - A. Braides - A. Malchiodi (
*Interfaces and Free Boundary*)

Curvature theory of boundary phases: the two-dimensional case (2002)

*18 jul 2014:*A variational approach to Liouville equations*9 jun 2010:*Disuguaglianze di Moser-Trudinger migliorate ed equazioni di Liouville singolari*15 mar 2007:*Morse theory and a scalar field equation on compact surfaces

*9 sep 2019 - 13 sep 2019:*Geometric Analysis, Submanifolds, and Geometry of PDE's*27 may 2019 - 30 may 2019:*Analytic and Geometric Aspects of PDEs*16 apr 2019 - 17 apr 2019:*Some topics of Geometric Analysis and Geometric Measure Theory*31 jan 2019 - 1 feb 2019:*Nonlinear Meeting in Turin*17 jan 2019 - 19 jan 2019:*Workshop "Variational problems, PDEs and applications"*24 may 2018 - 25 may 2018:*Bicocca-Urbino Days in Nonlinear Analysis*19 feb 2018 - 23 feb 2018:*Subriemannian geometry and beyond*18 sep 2017 - 20 sep 2017:*4th Conference on Recent Trends in Nonlinear Phenomena*14 dec 2015 - 18 dec 2015:*Trilateral Meeting on Nonlinear Partial Differential Equations and Applications*4 mar 2015 - 6 mar 2015:*Mini-courses and workshop on Geometric Analysis in the Heisenberg group*10 jun 2014 - 14 jun 2014:*Recent advances in non-local and non-linear analysis: theory and applications*1 mar 2012 - 3 mar 2012:*Trends in Mathematical Analysis*8 jun 2009 - 12 jun 2009:*Functional determinants and conformal geometry

*17 jan 2019 - 19 jan 2019:*Workshop "Variational problems, PDEs and applications"*17 jun 2018 - 22 jun 2018:*CIME Course in Geometric Analysis*4 jun 2018 - 8 jun 2018:*Recent advances in Geometric Analysis*18 may 2018 - 18 may 2018:*Celebrating the 25th anniversary of "Calculus of Variations and Partial Differential Equations"*12 feb 2018 - 16 feb 2018:*Variational Methods in Analysis, Geometry and Physics*20 feb 2017 - 24 feb 2017:*France-Italy meeting in Geometric Analysis