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

Vincent Feuvrier