Lectures (School)
M. Anoussis, An introduction to Connes' Embedding Problem. (Slides)
G. Aubrun, Tensor products of convex cones. (Abstract)
A. Giannopoulos, Interlacing polynomials: applications to restricted invertibility and multi-paving. (Abstract), 
(Lect.1),  (Lect.2),  (Lect.3)
D. Gatzouras, Entangled Subspaces.
G. Eleftherakis & A. Katavolos, Introduction to von Neumann algebras.  (Abstract),  (G.E. Notes ),   (A.K. Slides)
E. Kakariadis, Murray - von Neumann equivalence and classification of factors. (Abstract)
Α. Katavolos, The von Neumann algebra of a group. (Abstract),  (Slides)
A. Skalski, Introduction to compact quantum groups. (Abstract), (Slides)

Timetable
Monday: 17:30 - 19:00 Opening and Introductory lecture (Slides).
Tuesday - Saturday :
  
Tuesday
Wednesday
Thursday
Friday
Saturday

 10:00-10:50

 Giannopoulos I

 Eleftherakis III

  Katavolos Intro IV

 Katavolos vN II

Kakariadis II

 11:00-11:50

 Eleftherakis I

 Giannopoulos III

 Aubrun I

Gatzouras I Aubrun III

 11:50-12:20

 

 

  COFFEE BREAK

 12:20-13:10

 Giannopoulos II

 Katavolos vN I

 Skalski II

Skalski III Anoussis

 13:20-14:10

 Eleftherakis II

 Skalski I

 Kakariadis I

Aubrun II Gatzouras II

 14:15-14:45

 

 

 Eleftherakis

Magiatis

 14:50-15:20

 

 

 Andreou




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