Maslov class of lagrangian embedding to Kahler manifold
arXiv:math/0602330
Abstract
One generalizes the notion of Maslov class of lagrangian embeddings to symplectic vector spaces for the compact case. Topological and geometrical properties of the generalized class is discussed. Certain relationship with the minimality problem is established. Applications are presented.
23 pages, no figures, submitted to Izvestiya Math