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Recently I was trying to understand what’s behind the mysterious condition
for elements (
) to define an element
in the Bloch group. It appears that the condition naturally appears if one studies hyperbolic
-manifolds.
Of late, a lot of people have been asking me about Tannakian categories, so I decided to post this short blurb (mainly to check the Latex-related features of wordpress and also to provide some bird’s-eye view of why we should care about Tannakian categories.)
To begin with:
Definition
A neutral Tannakian category over a base field
is a rigid abelian tensor category with an
-linear exact faithful tensor
(
being the category of vector spaces over
) which one calls the fiber functor.

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