Lectures (School)
M. Anoussis, Classical and quantum states, multipartite quantum systems, tensor products and entanglement. (Slides)
A. Giannopoulos, High-dimensional geometry, concentration of measure, geometric properties of the set of separable states. (Abstract)
D. Gatzouras, Entropy in classical and quantum systems.
E. Kakariadis, Representations and completely positive maps of C* algebras, Stinespring's theorem, Arveson's extension theorem. (Abstract)
Α. Katavolos, Operator Algebras, Operator Systems, Operator Spaces: an introduction. (Abstract) (Slides)
I. G. Todorov, The Shannon capacity of classical and non-commutative graphs.

Lectures (Workshop)

Abstracts

Timetable
  
Monday
Tuesday
Wednesday
Thursday
Friday: Workshop

 10:00-10:50

 Katavolos I

 Giannopoulos I

  Giannopoulos II

 Gatzouras I

Todorov III

 11:00-11:50

 Katavolos II

  Katavolos III

  Anoussis II

Giannopoulos III Giannopoulos IV

 11:50-12:20

 

 

  COFFEE BREAK

 12:20-13:10

 Kakariadis I

  Anoussis I

  Todorov I

Todorov II Gatzouras II

 13:20-14:10

 Nestoridis

 Kakariadis II

  Kakariadis III

Gerontogiannis Drivaliaris



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