Recent advances in 
Calculus of Variations and PDEs
Parma, March 15, 2018

Emilio Acerbi, Paolo Baroni


Chao-Nien Chen (National Tsing Hua University)

Yung-Sze Choi (University of Connecticut)

Eleonora Cinti (University of Bologna)

Cristiana De Filippis (University of Oxford)

Dario Mazzoleni (Catholic University of Brescia)

Marcello Ponsiglione (Sapienza University of Rome)

Titles and abstracts

Chao-Nien Chen: Localized patterns in a three-component FitzHugh–Nagumo model revisited via an action functional (Abstract_Chen.pdf)

Yung-Sze Choi: A geometric variational problem arising from a singular limit of the FitzHugh-Nagumo system (Abstract_Choi.pdf)

Eleonora Cinti: Some recent results in the study of nonlocal minimal surfaces (Abstract_Cinti.pdf)

Cristiana De Filippis: Higher integrability for constrained minimizers of integral functionals with (p,q)-growth (Abstract_De Filippis.pdf)

Dario Mazzoleni: Regularity of the free boundary for a vector-valued Bernoulli problem with no sign assumptions (Abstract_Mazzoleni.pdf)

Marcello Ponsiglione: Existence and uniqueness for crystalline mean curvature flows (Abstract_Ponsiglione.pdf)


The Workshop will take place in the Mathematics Building of the Department of Mathematical, Physical and Computer Sciences of the University of Parma. Find how to reach the venue HERE.


9:00-9:50     Chao-Nien Chen

9:55-10:45     Eleonora Cinti

10:50-11:20     Coffee break

11:20-12:10     Dario Mazzoleni

12:15-14:00     Lunch break

14:00-14:50     Marcello Ponsiglione

14:55-15:45     Cristiana De Filippis

15:45-16:10     Coffee break

16:10-17:00     Yung-Sze Choi