The Diagrammatics of Hopf Monads</a> <BODY bgcolor="#FFFFFF"> <H4><a href = "http://www.simonwillerton.staff.shef.ac.uk/">Simon Willerton</a></H4> <H4>Lecture at <a href = "http://www.fields.utoronto.ca/programs/scientific/06-07/homotopy/highercat/index.html">Higher Categories and Their Applications</a></H4> <H4> January 10, 2007</H4> <P> <H2>The Diagrammatics of Hopf Monads</H2> <div align = center> <img src = "willerton_diagram.jpg"> </div> <P> Click on these to see the slides: <ol> <li> <A HREF="hopf0.jpg">Title page</A>. <li> <A HREF="hopf1.jpg">Monads</A>. <li> <A HREF="hopf2.jpg">Monad - Definition</A>. <li> <A HREF="hopf3.jpg">Adjoint Functors</A>. <li> <A HREF="hopf4.jpg">C<sup>T</sup>: the Category of T-modules</A>. <li> <A HREF="hopf5.jpg">Bialgebras</A>. <li> <A HREF="hopf6.jpg">Monoidal Categories</A>. <li> <A HREF="hopf7a.jpg">Bimonads</A>. <li> <A HREF="hopf7b.jpg">Bimonad - Definition</A>. <li> <A HREF="hopf8.jpg">Adjoint Functors and Bimonads</A>. <li> <A HREF="hopf9a.jpg">Categories with Duals</A>. <li> <A HREF="hopf9b.jpg">Opposite Categories</A>. <li> <A HREF="hopf10.jpg">Dinatural Transformations</A>. <li> <A HREF="hopf10a.jpg">Conditions on ev and coev</A>. <li> <A HREF="hopf11.jpg">Hopf Algebras</A>. <li> <A HREF="hopf12.jpg">Hopf Monads</A>. <li> <A HREF="hopf13.jpg">Hopf Monads and Adjoint Functors</A>. <li> <A HREF="hopf14.jpg">Definition of the Antipode</A>. </ol> <p><hr> © 2007 <a href = "http://www.simonwillerton.staff.shef.ac.uk/">Simon Willerton</a><br> <H3><A HREF="README.html">home</A></H3> </BODY>