R. S. Kraußhar

most citedSome Conformally Flat Spin Manifolds, Dirac Operators and Automorphic Forms

3 citations · 5 across the 3 of their papers we have counts for

collaborators

3 papers

math.DG2004★ 2 cited

Harmonic, Monogenic and Hypermonogenic Functions on Some Conformally Flat Manifolds in $R^{n}$ arising from Special Arithmetic Groups of the Vahlen Group

R. S. Krausshar, John Ryan, Qiao Yuying

This paper focuses on the development of harmonic and Clifford analysis techniques in the context of some conformally flat manifolds that arise from factoring out a simply-connecte…

math.NT2004

Generalized Analytic Automorphic Forms for some Arithmetic Congruence subgroups of the Vahlen group on the n-Dimensional Hyperbolic Space

Rolf Soeren Krausshar

This paper deals with a new analytic type of vector- and Clifford algebra valued automorphic forms in one and two vector variables. For hypercomplex generalizations of the classica…

math.AP2002★ 3 cited

Some Conformally Flat Spin Manifolds, Dirac Operators and Automorphic Forms

Rolf Soeren Krausshar, John Ryan

In this paper we study Clifford and harmonic analysis on some conformal flat spin manifolds. In particular we treat manifolds that can be parametrized by $U /Γ$ where $U$ is a sim…

Harmonic, Monogenic and Hypermonogenic Functions on Some Conformally Flat Manifolds in Rn arising from Special Arithmetic Groups of the Vahlen Group

Generalized Analytic Automorphic Forms for some Arithmetic Congruence subgroups of the Vahlen group on the n-Dimensional Hyperbolic Space

Some Conformally Flat Spin Manifolds, Dirac Operators and Automorphic Forms

Harmonic, Monogenic and Hypermonogenic Functions on Some Conformally Flat Manifolds in $R^{n}$ arising from Special Arithmetic Groups of the Vahlen Group