Department of Geometry |
Bolyai Institute, Faculty of Science, University of Szeged |
Quantization of compact Riemannian symmetric spaces
The Department of Geometry is pleased to divulge that
gives a lecture at the Kerékjártó Seminar with title
Date and place of the lecture is:
Abstract of the lecture:
In geometric quantization it is an important question to answer whether
the quantum Hilbert spaces obtained, using some natural family of polarizations,
are canonically isomorphic or not.
In the talk I shall discuss the case when the phase space is the (co)tangent
bundle of a compact Riemannian symmetric space equipped with the family
of adapted Kähler structures.
Here are some snapshots of the event: