gratis Counter by GOWEB
Gratis Counter by GOWEB
Christian Voigt

My research area is noncommutative geometry, a modern part of mathematics which has links to classical disciplines like topology, differential geometry and number theory as well as connections with mathematical physics.

More specifically, I work on problems in operator K-theory, cyclic cohomology and the theory of quantum groups.

Please contact me if you are interested in doing a PhD in one of the above areas.

On the Glasgow Analysis Group homepage you can find information about the activities of our research group.

I am editor for
the Journal of Homotopy and Related Structures (Springer).