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Simple Transitive $2$-Representations of Some $2$-Categories of Projective Functors by Zimmermann, Jakob is a scholarly article available to read on EtoBox.

What is Simple Transitive $2$-Representations of Some $2$-Categories of Projective Functors about?

We show that every simple transitive $2$-representation of the $2$-category of projective functors for a certain quotient of the quadratic dual of the preprojective algebra associated with a tree is equivalent to a cell $2$-representation.

Author

Zimmermann, Jakob

Published

2017

Language

EN