FORKING AND STABILITY IN THE REPRESENTATIONS OF A C*-ALGEBRA

CAMILO ARGOTY
  • Journal of Symbolic Logic, July 2015, Cambridge University Press
  • DOI: 10.1017/jsl.2015.23

Independence in Hilbert spaces

What is it about?

We explore the properties of non-forking in a representation of a C*-algebra and prove superstability from them.

Why is it important?

It is the base for understanding the model theory of the modules of C*-algebras and even the C*-algebras themselves.

Perspectives

Mr Camilo Enrique Argoty
Universidad Sergio Arboleda

It would be a nice perspective to generalize these results to the case of a *-representation of a *-algebra. This would help us to deal with algebras of unbounded operators.

Read Publication

http://dx.doi.org/10.1017/jsl.2015.23

The following have contributed to this page: Mr Camilo Enrique Argoty