AI helps you reading Science

AI generates interpretation videos

AI extracts and analyses the key points of the paper to generate videos automatically

Go Generating

AI Traceability

AI parses the academic lineage of this thesis

Generate MRT

A Frobenius-Schur theorem for Hopf algebras

Algebras and Representation Theory, no. 4 (2000): 347-355

Cited: 94|Views25

Full Text

View via Publisher

Other Links

link.springer.com academic.microsoft.com arxiv.org

Bibtex

Keywords

20c15. key words: hopf algebrasmathematics subject classifications 2000: 16w30semisimple algebrasirreducible representations.Hopf algebrasMore(1+)

Abstract

We prove a version of the Frobenius–Schur theorem for a finite-dimensional semisimple Hopf algebra over an algebraically closed field; if the field has characteristic not 0, is also assumed to be cosemisimple. Then for each irreducible representation of , we define a Schur indicator for , which reduces to the classical Schur indicator...More

Code:

Data:

Full Text

PPT (Upload PPT)

Similar

Reference

Cited

Author

Vitaly Linchenko

[0]

Susan Montgomery

[0]

Your rating :

No Ratings