Geometria Complessa e Geometria Differenziale
Geometria Complessa e Geometria Differenziale
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Quantization of Lu's momentum map

Chiara Esposito

created by vitagliano on 13 Jan 2016

20 jan 2016 -- 15:00

Sala del Consiglio, DipMat, Università di Salerno

Abstract.

In this talk we will introduce the concept of Hamiltonian system in the canonical and Poisson settings and we discuss a new reduction procedure for the Poisson setting. We will discuss the quantization of the Hamiltonian systems in the Poisson context, using formal deformation quantization and propose a non-formal approach of the Poisson-Hamiltonian spaces for triangular Poisson Lie groups.

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