In this talk we will review basics of geometric quantization. The definition
and physical motivation for an infinite dimensional disc based on
Hilbert-Schmidt ideal will be given. We will see that this space is the
phase space of a dynamical system. We will present how we can apply
geometric quantization to this phase space. In the remaining time
we will extend these ideas to the supergeometry context, and discuss its
physical meaning.
We will present a suggestion for Hilbert-Schimdt type infinite dimensional
super disc.

Created: 4/3/01 Updated: 4/3/01