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Added to Hopf monad the Bruguières-Lack-Virelizier definition and some properties.
Now added also the Mesablishvili-Wisbauer definition. There is a relationship between the two definitions described in the Mesablishvili-Wisbauer paper, but I can’t really figure it out.
Hopf (bi)monads are extensively studied in the book
Somehow doi does not work directly but from https://link.springer.com/book/10.1007/978-3-319-98137-6
I’m not sure it’s appropriate to redirect bimonad here, rather than having a disambiguation page, since other concepts (like Frobenius monads) could also be argued to deserve that name.
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