SUSY quantum hall effect
Abstract:
Recent developments of the SUSY quantum Hall effect are presented.
The SUSY quantum Hall effect incorporates SUSY non-commutative geometry
in a natural way, and exhibits its peculiar properties.
The talk consists of two-parts.
In the former half, I introduce the mathematical set-up for the SUSY
quantum Hall effect and investigate SUSY Landau problem.
In the latter half, many-body problem is explored.
A SUSY Laughlin wavefunction and a SUSY Chern-Simons-Landau-Ginzburg
Lagrangian are derived and thier properties are discussed.