2nd Summer School on Operator Theory - sot2012

ΣΧΟΛΗ ΘΕΤΙΚΩΝ ΕΠΙΣΤΗΜΩΝ - Τμήμα Μαθηματικών
23 Ιουλ 2012 έως 28 Ιουλ 2012
Σάμος

Monday 23 July

Tuesday 24 July

Morning Session

Morning Session

09.00-10.00

Registrations

 

10.00-10.50

I. Todorov

10.00-10.50

G. Eleftherakis

11.00-11.50

G. Eleftherakis

11.00-11.50

I. Todorov

Break (30 min)

Break (30 min)

12.30-13.20

A. Siskakis

12.30-13.20

A. Katavolos

 

 

13.20-14.00

Round table

Afternoon Session

Afternoon Session

18.00-18.50

Α. Hatzinikitas

18.00-18.50

A. Hatzinikitas

18.50-19.40

Α. Siskakis

18.50-19.40

A. Arageorgis

Wednesday 25 July

Thursday 26 July

Morning Session

Morning Session

10.00-10.50

Α. Siskakis

10.00-10.50

L. Turowska

11.00-11.50

A. Katavolos

11.00-11.50

A. Katavolos

Break (30 min)

Break (30 min)

12.30-13.20

D. Drivaliaris

12.30-13.20

D. Drivaliaris

13.20-14.10

A. Arageorgis

 

 

Afternoon Session

Afternoon Session

18.00-18.50

L. Turowska

18.00-18.50

S. Argyros

18.50-19.40

S. Argyros

18.50-19.40

V. Papadopoulos

Friday 27 July

Saturday 28 July

Morning Session

Morning Session

10.00-10.50

L. Turowska

10.00-10.50

S. Karanasios

11.00-11.50

V. Papadopoulos

11.00-11.50

E. Katsoulis

Break (30 min)

 

12.30-13.20

S. Argyros

 

 

13.20-14.00

Round table

 

 

Afternoon Session

 

18.00-18.50

E. Katsoulis

 

 

18.50-19.40

S. Karanasios

 

 

A. Arageorgis: Contributions of operator algebra theory to the philosophy of quantum theories

S. Argyros: The space V2 of the functions with bounded quadratic variation

D. Drivaliaris: An Introduction to Generalized Inverses of Operators on Banach and Hilbert Spaces

G. Eleftherakis: Introduction to von Neumann algebras

A. Hatzinikitas: Mathematical foundations of quantum mechanics

S. Karanasios: An Introduction to Generalized Inverses of Operators on Banach and Hilbert Spaces

A. Katavolos: Von Neumann algebras and Tomita-Takesaki theory

E. Katsoulis: Operator algebras, dynamical systems and C*-correspondences

V. Papadopoulos: Topological Dynamical Systems (Basic Notions)

 A. Siskakis: Composition operators on spaces of analytic functions

Ι. Τodorov: Schur multipliers and multipliers on group algebras

L. Turowska: Schur multipliers and multipliers on group algebras