- A short discussion of some particular quantum groups as
SUq(2) or SLq(2) will be given.
Quantum spaces will be defined as representation spaces (co-modules)
of these quantum groups.
- These spaces serve as examples of noncommutative space time
structures. Derivation and Integration on such spaces will be defined.
This then provides the tools for the definition of a physical system
on these noncommutative spaces.
- It turns out that these spaces have a lattice structure
and that quantum groups can be seen as a cinematical symmetry
for interacting systems.
Wed Nov 4 10:20:41 UTC 1998