activity
19932023
most citedElliptic quantum groups and quasi-Hopf algebras

70 citations · 345 across the 56 of their papers we have counts for

collaborators

60 papers

math.AG2023★ 14 cited

Elliptic hyperlogarithms

Benjamin Enriquez, Federico Zerbini

Let be a complex elliptic curve and be a non-empty finite subset of . We show that the functions introduced in arXiv:1712.07089 out of string…

math.AT2023

Natural transformations relating homotopy and singular homology functors

Benjamin Enriquez, Florence Lecomte

The category of topological spaces endowed with two marked points is equipped with two families and of functors to the category of abelian groups, index…

math.AG2022★ 3 cited

Analogues of hyperlogarithm functions on affine complex curves

Benjamin Enriquez, Federico Zerbini

For a smooth affine complex curve, there is a unique minimal subalgebra of the algebra of holomorphic functions on its universal cover $\tild…

math.AG2022

The stabilizer bitorsors of the module and algebra harmonic coproducts are equal

Benjamin Enriquez, Hidekazu Furusho

In earlier work, we constructed a pair of "Betti" and "de Rham" Hopf algebras and a pair of module-coalgebras over this pair, as well as the bitorsors related to both structures (w…

math.AG2021★ 5 cited

Construction of Maurer-Cartan elements over configuration spaces of curves

Benjamin Enriquez, Federico Zerbini

For a complex curve and , a pair of a principal bundle with meromorphic flat connection over , holomorphic over…

math.AT2021

On the homological interpretation of the prounipotent completion of the fundamental group

Benjamin Enriquez, Florence Lecomte

We recall the cohomological interpretation of the unipotent quotients of the fundamental groupoid of an algebraic complex variety (Beilinson, Deligne-Goncharov). We then give a con…