Speaker
Emil Akhmedov
(MIPT and ITEP)
Description
We consider correlation functions for Poincare and de Sitter invariant states in the corresponding spaces. We study loop corrections to these correlation functions in various charts of these spaces. We find that the correcations contain certain IR contributions which affect the properties of the correlation functions and in certian cases can lead to the violation of the isometry in the loops.
Primary author
Emil Akhmedov
(MIPT and ITEP)
