Imke Toborg
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Hello, I am a scientific assistent at the
Institute of Mathematics of the
Martin-Luther-Universität Halle Wittenberg.
There I am working with professor
Rebecca Waldecker.
Consultation hours:
Just send an email to make an appointment for a virtual Meeting!
Interests of research:
I am focusing on finite groups.
In particular I am interested in the local analysis of finite groups
and subgroup lattices.
Additionally I study algebraic aspects in functional equations especially Tabor groups that occur
in investigations of stability of functional equations
Publications
- L9-free groups.
Communications in Algebra
together with Rebecca Waldecker. and Clemens Tietze
- Groups of p-rank 2 containung an isolated element of order p
Archiv der Mathematik
- Towards the Z*_3-Theorem
Communications in Algebra
joint work with Rebecca Waldecker.
-
Inverse ambiguous functions and automorphisms on finite groups.
Annales Mathematicae Silesianae, online since July 2019.
-
The images of orthogonally additive mappings from inner product spaces to groups.
Aequationes mathematicae, Volume 93 (2019), 641-650.
- On the functional equation f(x)+f(y)=max{f(xy),f(xy^{-1})} on groups
Archiv der Mathematik, Volume 109 (2017), Issue 3, 215-221
- On stability of the Cauchy functional equation in groupoids
Annales Mathematicae Silesianae, Volume 31 (2017), 155-164.
joint work with Peter Volkmann
- A composite functional equation on groups.
Aequationes mathematicae, Volume 90 (2017), 289-299.
- Local arguments for a theorem of Z*_3*-type.
Journal of Algebra, Volume 452 (2016), 338-371.
- Tabor groups with finiteness conditions.
Aequationes mathematicae, Volume 90 (2016), 699-704.
- Finite simple 3'-groups are cyclic or Suzuki groups.
Archiv der Mathematik (2014), 301-312.
joint work with R. Waldecker
-
Lattice-defined classes of finite groups with modular Sylow subgroups.
Journal of Group Theory 14 (2011), no. 5, 747-764.
joint work with S. Andreeva und R. Schmidt
Theses:
Attended conferences (german)
Teaching (german)