Geometric Measure Theory: Analysis and non-smooth objects
Dates
12–16 September 2016
Activities
- Introductory course by Sławomir Kolasinski: Rapid course on geometric measure theory and the theory of varifolds. Download lecture summary.
- Mini-course by Ulrich Menne: Weakly differentiable functions and Sobolev functions on varifolds. Download lecture summary.
- Additional talks and workshop sessions during the week
Schedule
Here is the schedule and the program with abstracts of the week.
Invited speakers
- Blanche Buet: Varifolds and discrete surfaces
- Sławomir Kolasinski
- Ulrich Menne
- Laurent Moonens: Differentiation of real functions along rectangles
- Mircea Petrache: Dimension reduction for optimal point configurations
- François-Xavier Vialard: From unbalanced optimal transport to the Camassa-Holm equation
Participants
- Jérôme Bertrand
- Pierre Bousquet
- Damian Dąbrowski: Integral Menger curvature
- Vincent Feuvrier
- Radu Ignat
- Bastian Käfer
- Stefan Le Coz
- Marin Misur: H-distributions and compensated compactness
- Phuong Nguyen
- Tô Tat Dat Nguyen
- Sven Pistre
- Jasmin Raissy
- Ahmed Zeriahi
Registration
Registration is now closed.
Coordinator