Quantization of Projective Homogeneous Spaces and Duality Principle
arXiv:0801.4033
Abstract
We introduce a general recipe to construct quantum projective homogeneous spaces, with a particular interest for the examples of the quantum Grassmannians and the quantum generalized flag varieties. Using this construction, we extend the quantum duality principle to quantum projective homogeneous spaces.
Final version (after correcting the journal's proofs), to appear in "Journal of Noncommutative Geometry"