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The Tannaka–Krein Formalism and (Re)Presentations of Universal Quantum Groups

  • Theo RaedscheldersEmail author
  • Michel Van den Bergh
Chapter
Part of the CRM Short Courses book series (CRMSC)

Abstract

In this chapter we expand upon Section  14.8 of the present volume, where the possibility of “hidden symmetry” in algebraic geometry was discussed. More precisely, our goal is to convince the reader that, as long as one starts with a reasonable algebra \(A\), the universal bi- and Hopf algebras \({{\,\mathrm{\underline{end}}\,}}(A)\) and \({{\,\mathrm{\underline{gl}}\,}}(A)\) introduced in Chapters  5 and  8 are well-behaved objects.

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© Springer Nature Switzerland AG 2018

Authors and Affiliations

  1. 1.School of Mathematics & StatisticsUniversity of GlasgowGlasgowBelgium
  2. 2.Faculty of MathematicsUniversity of HasseltDiepenbeekBelgium

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