Julian Kaspczyk

I am a postdoc at the Institute of Algebra, working at the Professur für Algebra mit Schwerpunkt Gruppentheorie. Before coming to Dresden, I did my PhD at the University of Aberdeen under the supervision of Professor Ellen Henke. My PhD project contributed to a programme of Aschbacher to simplify the proof of the classification of finite simple groups by using fusion systems. In my current research, I am still working on problems related to Aschbacher's programme. Apart from that, I am interested in various problems from the structure theory of abstract finite groups and in partial groups and localities.

Publications

• (with Fawaz Aseeri) A result on s-semipermutable subgroups of finite groups and some applications, submitted.
• On c-embedded subgroups of finite groups, accepted for publication in Advances in Group Theory and Applications.
• On finite groups with given IC\Phi-subgroups, J. Algebra Appl. (2022). arXiv-Preprint.
• A characterization of the groups PSL_n(q) and PSU_n(q) by their 2-fusion systems, q odd, Forum Math. Sigma 10 (2022), Paper No. e60. arXiv-Preprint.
• On p-nilpotence and IC\Phi-subgroups of finite groups, Acta Math. Hungar. 165 (2021), 355-359.

Teaching

At the TU Dresden:

Summer semester 2022

• Linear algebra - advanced concepts

Winter semester 2021/22

• Linear algebra - basic concepts/Linear algebra and analytic geometry (Part 1)
• Mathematics for IT 2

Summer semester 2021

• Algebra - advanced concepts
• Mathematics for IT 1

Winter semester 2020/21

• Algebra - basic concepts
• Discrete structures 

At the University of Aberdeen:

Fall 2019

• Analysis 1

Spring 2019

• Linear algebra 2

Fall 2018

• Linear algebra 1

Spring 2018

• Calculus 2

Contact

Email: julian.kaspczyk@tu-dresden.de

Phone: +49 351 46334234

Office: Willers-Bau, C244