ESI program on
Quantum Field Theory on Curved Space-times
and Curved Target Spaces

1 March -- 30 April 2010

Quantum Field Theory (QFT) is a highly successful framework for the description of elementary particles. Recently considerable progress has been made on how to construct and understand QFTs on curved 4-dimensional space-time manifolds. Some of the advances are reminiscent of ideas that have been previously developed in the context of 2-dimensional conformal quantum field theories, in particular for curved target spaces. The aim of the program is to bring together experts working in these two fields.

The program will take place at the Erwin Schrödinger Institute. From 22-26 March 2010 there will be a special workshop.

Participant	Dates
C. Bachas	8.3. - 19.3.
B. Bakalov	18.4. - 25.4.
R. Brunetti	24.3. - 28.3. & 3.4. - 11.4.
D. Buchholz	28.2. - 15.3.
S. Carpi	11.4. - 17.4.
B. Craps	6.4. - 10.4.
C. Dappiaggi	12.4. - 18.4.
D.E. Evans	13.3. - 31.3.
C. Fewster	3.4. - 17.4.
K. Fredenhagen	15.3. - 1.4.
J. Fuchs	3.3. - 17.3. & 5.4. - 9.4.
M.R. Gaberdiel	23.3. - 26.3. & 5.4. - 9.4.
T. Gannon	21.3. - 26.3.
J. Giansiracusa	5.4. - 9.4.
D. Guido	2.4. - 16.4.
J. Holland	17.3. - 27.3.
S. Hollands	9.3. - 31.3. & 15.4. - 30.4.
A. Ishibashi	7.4. - 21.4.
Y. Kawahigashi	7.4. - 15.4.
A. Konechny	5.4. - 8.4.

Participant	Dates
Ch. Kopper	18.4. - 3.5.
D. Kreimer	24.3. - 26.3.
V. Moretti	2.4. - 11.4.
N. Nicolov	21.3. - 27.3. & 18.4. - 25.4.
H. Olbermann	17.3. - 27.3.
N. Pinamonti	11.4. - 17.4.
V. Rivasseau	19.4. - 25.4.
A. Recknagel	26.3. - 30.4.
K.-H. Rehren	28.2. - 6.3.
I. Runkel	19.3. - 29.3.
M. Salmhofer	22.3. - 27.3.
K. Sanders	6.4. - 17.4.
V. Schomerus	27.4. - 2.5.
Ch. Schweigert	8.3. - 19.3.
T. Takayanagi	23.4. - 30.4.
J. Teschner	25.4. - 30.4.
I. Todorov	15.4. - 30.4.
R. Verch	5.4. - 14.4.
R. Wald	18.3. - 27.3.
N. Yokomizo	22.3. - 12.4.

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