Add to ORKGAbstract. In this paper we define the geometric quantization of a generalized complex manifold and we show how this quantization procedure contains as a particular case the geometric quantization program for symplectic and Poisson manifolds. 1
In this project we introduce the general idea of geometric quantization and demonstratehow to apply ...
In this project we introduce the general idea of geometric quantization and demonstratehow to apply ...
We extend our earlier work in [TiZ1], where an analytic approach to the Guillemin-Sternberg geometri...
. Let K be the complex line bundle where the Kostant-Souriau geometric quantization operators are de...
The geometric quatization on Poisson manifolds is discussed in the spirit of the fact that the notio...
The geometric quatization on Poisson manifolds is discussed in the spirit of the fact that the notio...
Abstract. Geometric quantization gives a representation of the algebra of classical observ-ables of ...
Geometric quantization attaches vector spaces to symplectic manifolds equipped with extra data. In t...
Geometric quantization attaches vector spaces to symplectic manifolds equipped with extra data. In t...
The geometric quatization on Poisson manifolds is discussed in the spirit of the fact that the notio...
We formulate a process of quantization of classical mechanics, from a symplecticperspective. The Dir...
We formulate a process of quantization of classical mechanics, from a symplecticperspective. The Dir...
Abstract. We present a direct analytic approach to the Guillemin-Sternberg conjecture [GS] that ‘geo...
We find a worldsheet realization of generalized complex geometry, a notion introduced recently by Hi...
Contemporary quantum mechanics meets an explosion of different types of quantization. Some of these ...
In this project we introduce the general idea of geometric quantization and demonstratehow to apply ...
In this project we introduce the general idea of geometric quantization and demonstratehow to apply ...
We extend our earlier work in [TiZ1], where an analytic approach to the Guillemin-Sternberg geometri...
. Let K be the complex line bundle where the Kostant-Souriau geometric quantization operators are de...
The geometric quatization on Poisson manifolds is discussed in the spirit of the fact that the notio...
The geometric quatization on Poisson manifolds is discussed in the spirit of the fact that the notio...
Abstract. Geometric quantization gives a representation of the algebra of classical observ-ables of ...
Geometric quantization attaches vector spaces to symplectic manifolds equipped with extra data. In t...
Geometric quantization attaches vector spaces to symplectic manifolds equipped with extra data. In t...
The geometric quatization on Poisson manifolds is discussed in the spirit of the fact that the notio...
We formulate a process of quantization of classical mechanics, from a symplecticperspective. The Dir...
We formulate a process of quantization of classical mechanics, from a symplecticperspective. The Dir...
Abstract. We present a direct analytic approach to the Guillemin-Sternberg conjecture [GS] that ‘geo...
We find a worldsheet realization of generalized complex geometry, a notion introduced recently by Hi...
Contemporary quantum mechanics meets an explosion of different types of quantization. Some of these ...
In this project we introduce the general idea of geometric quantization and demonstratehow to apply ...
In this project we introduce the general idea of geometric quantization and demonstratehow to apply ...
We extend our earlier work in [TiZ1], where an analytic approach to the Guillemin-Sternberg geometri...