5 citations · 7 across the 2 of their papers we have counts for
2 papers
hep-th1995★ 5 cited
A Generalization of the Bargmann-Fock Representation to Supersymmetry by Holomorphic Differential Geometry
Hans-Peter Thienel
In the Bargmann-Fock representation the coordinates act as bosonic creation operators while the partial derivatives act as annihilation operators on holomorp…
hep-th1994★ 2 cited
Local Differential Geometry as a Representation of the SUSY Oscillator
Hans-Peter Thienel
This work proposes a natural extension of the Bargmann-Fock representation to a SUSY system. The main objective is to show that all essential structures of the n-dimensional SUSY o…