Complex Representations of Finite Heisenberg Groups
Jörg Schulte · SSRN Electronic Journal · 2002
This paper contains some new aspects on harmonic analysis on finite Heisenberg groups. We figure out the dual and compile further results – Whereat we do not restrict us to finite fields nor to finite local rings. We give an outlook including interesting nilpotent groups of class 3. The bibliography shows the use of nilpotent groups in various areas of mathematics and mathematical physics.