Geometric quantization of weak-Hamiltonian functions
arXiv:0803.0824 · doi:10.1016/j.geomphys.2008.09.001
Abstract
The paper presents an extension of the geometric quantization procedure to integrable, big-isotropic structures. We obtain a generalization of the cohomology integrality condition, we discuss geometric structures on the total space of the corresponding principal circle bundle and we extend the notion of a polarization.
LaTex, 23 pages