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2 votes

turning left modules into right modules over bialgebroids

A first vague idea of why this is the case is given by the facts that any ordinary bialgebra over a field $\Bbbk$ is a particular example of a $\Bbbk$-bialgebroid (and we know that for general bialgebras
Ender Wiggins's user avatar
7 votes

Meaning of coinvariants of a comodule

If $H$ is a $\Bbbk$-Hopf algebra ($\Bbbk$ a field), then for every $H$-Hopf module $M$ you have an isomorphism of Hopf modules $M\cong M^{coH}\otimes H$. In fact, this is an equivalence and it is kno …
Ender Wiggins's user avatar
4 votes
1 answer
740 views

Further developments of Cartier–Gabriel–Kostant–Milnor–Moore Structure Theorem for cocommuta...

A very well-known theorem in Hopf algebra theory (see, for example, Lorenz - A tour of representation theory or the EGNO book (Etingof, Gelaki, Nikshych, and Ostrik - Tensor categories)) states that i …
Ender Wiggins's user avatar