2 citations · 3 across the 6 of their papers we have counts for
7 papers
Preliminaries to Versal Families of Compact Super Riemann Surfaces
Roland Knevel
We collect some classical results on the versal families of ordinary compact Riemann surfaces needed in `Versal Families of Compact Super Riemann Surfaces'.
Integrating P- super vectorfields and the super geodesic flow
Roland Knevel
Aim of this article is to introduce the notion of integral and geodesic flows on P-supermanifolds as certain partial actions of R . First I introduce the concept of parametrization…
Versal Families of Compact Super Riemann Surfaces
Roland Knevel
We call every complex connected (1,1)-dimensional supermanifold a super Riemann surface and construct versal super families of compact ones, where the base spaces are allowed to be…
Super Automorphic Forms on the Super Upper Half Plane
Roland Knevel
The super upper half plane, this is the ordinary upper half plane with additional odd (anticommuting) directions, admits a transitive super action of a certain super Lie group G .…
Stability of the space of Automorphic Forms under Local Deformations of the Lattice
Roland Knevel
First we explain the concept of local deformation over a 'parameter' algebra P, in particular the notion of a P-lattice in a Lie group. Purpose of this article is to define the spa…
A Spanning Set for the space of Super Cusp forms
Roland Knevel
Aim of this article is the construction of a spanning set for the space of super cusp forms on a complex bounded symmetric super domain B of rank 1 with respect to a lattice. The m…