Chair: Prof. Pertti Mattila, U. of Helsinki, FI

Scope: The purpose of the conference is to provide researchers working in harmonic analysis, quasiconformal mappings or geometric measure theory with a scientific event designed to promote a deep interaction between the three subjects.
The themes dealt with in the conference will be:
1. New developments on distortion of sets under quasiconformal mappings (Lacey, Sawyer, Uriarte)
2. Quasiconformal mappings and PDE, in particular the Calderón inverse problem (Astala, Faraco, Iwaniec, Päivärinta, Zhong)
3. Removability and quasiconformal mappings (Astala, Clop, Mateu, Orobitg, Tolsa)
4. Functions of finite distortion and hyperelastic deformations (David, Iwaniec, Koskela, Saksman)
5. Metric measure spaces, Poincaré’s inequality and harmonic functions (Hajlasz, Koskela, Zhong)
6. Human vision and the Heisenberg group (Citti, Sarti)

Invited speakers:
Kari Astala, U. of Helsinki, FI
Pascal Auscher, U. Paris-Sud, FR
Rodrigo Bañuelos, Purdue U., US
Luca Capogna, U. of Arkansas, US
Guy David, U. Paris Sud, FR
Daniel Faraco, U. Autónoma de Madrid, ES
John B. Garnett, U. of California at Los Angeles, US
Piotr Hajlasz, U. of Pittsburgh, US
Alex Iosevich, U. of Missouri-Columbia, US
Tadeusz Iwaniec, Syracuse U., US
Loredana Lanzani, U. of Arkansas, US
Gaven Martin, Massey U., NZ
Jani Onninen, Syracuse U., US
Fulvio Ricci, Scuola Normale Superiore de Pisa, IT
Eero Saksman, U. of Helsinki, FI
László Székelyhidi, Bonn U., DE
Tatiana Toro, U. of Washington, US
Rodolfo Torres, U. of Kansas, US
Alexander Volberg, Michigan State U., US
Xiao Zhong, Jyväskylä Universitet, FI