Differential Inclusions and Convex Integration
A.Y. 2023/2024
Course offered to students on the PhD programme in
Visit the PhD website for the course schedule and other information
Lead instructor: Giulio Ciraolo
The aim of this course is to overview classical and recent results about differential inclusions. After introducing some general objects and notions, such as Young Measures and elliptic differential inclusions, the course will focus on methods for constructing solutions via convex integration. A variety of examples will be considered, such as the eikonal equation, critical points of polyconvex functionals and very weak solutions to the p-Laplace equation.
Functional Analysis, Sobolev spaces, and measure theory.
Assessment methods
Giudizio di approvazione
Assessment result
superato/non superato
How to enrol
Deadlines
The course enrolment deadline is usually the 27th day of the month prior to the start date.
How to enrol
- Access enrolment on PhD courses online service using your University login details
- Select the desired programme and click on Registration (Iscrizione) and then on Register (Iscriviti)
Ignore the option "Exam session date” that appears during the enrolment procedure.
Contacts
For help please contact [email protected]