4/2/19 New preprint: Generalized multi-scale Young measures by Adolfo Arroyo-Rabasa, Johannes Diermeier
10/01/19 New preprint: An elementary approach to the dimension of measures satisfying a first-order linear PDE constraint by Adolfo Arroyo-Rabasa
10/01/19 New preprint: L1-estimates for constant rank operators by Bogdan Raita
22/11/18 Postdoc job available!
We are looking for a Postdoctoral Research Fellow to join the team at the University of Warwick! The ideal candidate will have a strong background in the theory of PDEs, calculus of variations and potentially the theory of microstructure in materials. The position is for 24 months with the possibility of an extension for another 12 months. The closing date is 7 Jan 2019. Please see details and apply here.
12/11/18 New preprint: Dimensional estimates and rectifiability for measures satisfying linear PDE constraints by Adolfo Arroyo-Rabasa, Guido De Philippis, Jonas Hirsch, Filip Rindler
15/10/18 Preprint: Critical L^p-differentiability of BV^𝔸-maps and canceling operators (revised) by Bogdan Raita
28/06/18 Book Calculus of Variations by Filip Rindler has appeared with Springer
See www.calculusofvariations.com for details.
05/06/18 New preprint: Relaxation for partially coercive integral functionals with linear growth by Filip Rindler, Giles Shaw
06/04/18 New preprint: On the two-state problem for general differential operators by Guido De Philippis, Luca Palmieri, Filip Rindler
01/04/18 New team members
Adolfo Arroyo-Rabasa (Leipzig) and Bogdan Raita (Oxford) will join the project as postdocs in autumn. Anna Skorobogatova will be a PhD student in the project from autumn as well.
01/04/18 Project now officially underway
The funding has officially started!
24/12/17 Survey article online
You can read a more technical description of some recent results here: AfreeSurvey.
03/12/17 Postdoc job available!
We are looking for a Postdoctoral Research Fellow to join the team at the University of Warwick! The position is for 24 months with the possibility of an extension for another 12 months. Please apply here.