Simon Thomas (Rutgers University New Brunswick, New Jersey, USA):A descriptive view of combinatorial group theory

Thursday, 26.05.2011 16:30 im Raum M5

Mathematik und Informatik

Abstract: In this talk, I will consider the question of whether there exist isomorphism-invariant versions of various classical results in combinatorial group theory. For example, the Higman-Neumann-Neumann Embedding Theorem states that any countable group G can be embedded into a 2-generator group K. In the standard proof of this classical theorem, the construction of the group K involves an enumeration of a set of generators of the group G; and it is clear that the isomorphism type of K usually depends upon both the generating set and the particular enumeration that is used.Consequently, it is natural to ask whether there exists a more uniform construction with the property that isomorphic groups G are embedded into isomorphic 2-generator groups K.


Angelegt am Wednesday, 23.03.2011 10:40 von gstei_02
Geändert am Friday, 29.04.2011 13:20 von gstei_02
[Edit | Vorlage]

Kolloquium Wilhelm Killing