Talks given at NuHAG events

The metaplectic representation for finite cyclic groups

  Markus Neuhauser

  given at  strobl07 (17.06.07)
  id:  752
  length:  min
  status:  accepted
  type:  poster
The purpose of this poster is to construct the metaplectic representation of the special linear group of a cyclic group with an odd number of elements as a projective representation steming from intertwining operators of the simplest Heisenberg group whose entries are elements of a finite cyclic group. This construction is done in an elementary way as well as the determination of the corresponding 2-coboundary to obtain an ordinary representation from the projective representation.

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