nLab Peter Schauenburg

Peter Schauenburg is a German algebraist, now working in France. He was a student of Bodo Pareigis at LMU.

• personal page at CNRS

• older personal page at Munich

• GoogleScholar page

Selected writings

On bialgebras:

• Peter Schauenburg, Bialgebras over noncommutative rings and a structure theorem for Hopf bimodules, Appl. Cat. Str. 6 (1998) 193–222 [doi:10.1023/A:1008608028634]

Duals of Hopf algebroids (under certain conditions) are studied in

• Peter Schauenburg, The dual and the double of a Hopf algebroid are Hopf algebroids, Appl. Categ. Struct. 25 (2017) 147–154 doi arXiv:1504.05057

On strict monoidal categories:

• Peter Schauenburg, Turning monoidal categories into strict ones, New York Journal of Mathematics 7 (2001) 257-265 [nyjm:j/2001/7-16, eudml:121925]

On applications of actegories (in the strong monoidal sense)

• Peter Schauenburg, Actions of monoidal categories and generalized Hopf smash products, J. Algebra 270 (2003) 521–563

On Yetter-Drinfeld modules

• Peter Schauenburg, Hopf modules and Yetter–Drinfel′d modules, J. Algebra 169:3 (1994) 874–890 doi

On Hopf modules over quasi-Hopf algebras

• Peter Schauenburg, Hopf modules and the double of a quasi-Hopf algebra, Trans. Amer. Math. Soc. 354 (2002), 3349–3378 pdf

Related entries

• Schauenburg bialgebroid

category: people