2 citations · 2 across the 1 of their papers we have counts for
3 papers
math.CT2020
Module Eilenberg-Watts calculus
Jürgen Fuchs, Gregor Schaumann, Christoph Schweigert
The categorical formulation of the Eilenberg-Watts calculus relates, for any pair of finite categories M and N, the finite categories Fun^{le}(N,M) and Fun^{re}(N,M) of linear left…
math.RA2015★ 2 cited
On the Killing form of Lie Algebras in Symmetric Ribbon Categories
Igor Buchberger, Jürgen Fuchs
As a step towards the structure theory of Lie algebras in symmetric monoidal categories we establish results involving the Killing form. The proper categorical setting for discussi…
hep-th2003
Nonsemisimple Fusion Algebras and the Verlinde Formula
J. Fuchs, S. Hwang, A. M. Semikhatov +1
We find a nonsemisimple fusion algebra F_p associated with each (1,p) Virasoro model. We present a nonsemisimple generalization of the Verlinde formula which allows us to derive F_…