Correspondences
in
Istanbul

 The term 'correspondences', as we are using it, refers to any one of a number of constructions of generalized morphisms from one space to another, one group to another, and so on.  The constructions are unified by the way in which they lead to bimodules between operator algebras, sometimes with additional structures. The aim of this meeting is to explore recent developments in the theory of correspondences, particularly interpreted in operator algebra theory and noncommutative geometry. 

 Confirmed Participants

Claire Anantharaman-Delaroche,   Iakovos Androulidakis,  Paolo Antonini,  Sara Azzali,  Jacob Bradd, Paulo Carillo-Rouse,  Alain Connes, 
Claire Debord,  Freiederiki Efstratiou,  Maria Paula Gomez Aparicio, Eva-Maria Hekkelman, Nigel Higson,  Pierre Julg,  Evgeios Kakariadis, Atabey Kaygun,  Giovanni Landi,  Pierre-Yves Le Gall,  Jean-Marie Lescure,  Edward McDonald,  Bram Mesland,  Omar Mohsen, 
Hervé Oyono-Oyono, Paolo Piazza, Raphael Ponge,  Jean Renault,  Haluk Şengün,  Georges Skandalis,  Serkan Sütlü,  Betül Tanbay,  Rafailia Tsiavou,  Jean-Louis Tu,  Stéphane Vassout,  Yi-Jun Yao,  Vito Zenobi

 Venue 

Turkish Mathematical Society, Minerva Han, Karaköy

Organized by

Iakovos Androulidakis,  Haluk Şengün,  Betül Tanbay,   Stéphane Vassout

  PARTNERS