Analysis of EDP 3

In this course, we will present analytical methods for solving partial differential equations (PDEs)—including nonlinear ones—and for studying the qualitative behavior of solutions. The class of PDEs—and thus the methods studied—may vary depending on the instructor. They will be related to the applications developed at IMAG: fluid mechanics, solid mechanics, and mathematical biology.

The objective of this course is to introduce advanced concepts in the solution of PDEs and the study of the properties of their solutions in connection with the research topics being pursued at IMAG.

Have a basic understanding of solving linear PDEs. Be familiar with functional analysis for solving PDEs (classical functional spaces, Hilbert analysis).

Recommended prerequisites: This course builds on the EDP analysis courses offered in the first year of the program.

Hourly volumes:

            CM: 27

            TD: 0

            TP: 0

            Land: 0