23 citations · 25 across the 3 of their papers we have counts for
4 papers
Darboux, Moser and Weinstein theorems for prequantum systems
Eva Miranda, Jonathan Weitsman
We establish analogs of the Darboux, Moser and Weinstein theorems for prequantum systems. We show that two prequantum systems on a manifold with vanishing first cohomology, with sy…
Bohr-Sommerfeld quantization of -symplectic toric manifolds
Pau Mir, Eva Miranda, Jonathan Weitsman
We define the Bohr-Sommerfeld quantization via -modules for a -symplectic toric manifold and show that it coincides with the formal geometric quantization of [GMW18b]. In par…
On geometric quantization of -symplectic manifolds
Victor Guillemin, Eva Miranda, Jonathan Weitsman
We study the formal geometric quantization of -symplectic manifolds equipped with Hamiltonian actions of a torus with nonzero leading modular weight. The resulting virtual…
On geometric quantization of -symplectic manifolds
Victor Guillemin, Eva Miranda, Jonathan Weitsman
We study a notion of pre-quantization for -symplectic manifolds. We use it to construct a formal geometric quantization of -symplectic manifolds equipped with Hamiltonian tor…