Representations of compact semisimple Lie algebras over Lagrangian submanifolds (Q1907456)

The authors show how the Karasev quantization scheme applies to the coadjoint orbits of \({\mathcal G}^*\), where \(\mathcal G\) is a compact semisimple Lie algebra. The particular cases of \(\text{su} (2)^*\), \(\text{so}(4)^*\) and \(\text{su}(1,1)^*\) have been considered earlier by the authors in J. Math. Phys. 34, No. 11, 4986-5006 (1993; Zbl 0788.58025).