activity
20182025
most citedAbelian Cycles in the Homology of the Torelli group

1 citations · 1 across the 7 of their papers we have counts for

collaborators

7 papers

math.GT2025

Twisted homological stability for handlebody mapping class groups

Erik Lindell, Arthur Soulié

We prove twisted homological stability for handlebody mapping class groups. Using the categorical framework developed by Randal-Williams and Wahl, we establish that the homology of…

math.AT2025

Plethysm for characters of relative operads and props

Najib Idrissi, Erik Lindell

We investigate the relationship between symmetric functions and the representation theory of operads, relative operads, and props. We extend the classical character map for symmetr…

math.AT2024

The walled Brauer category and stable cohomology of

Erik Lindell

The IA-automorphism group is the group of automorphisms of the free group that act trivially on the abelianization . This group is in many ways analoguous…

math.AT2022

Stable cohomology of with bivariant twisted coefficients

Erik Lindell

We compute the cohomology groups of the automorphism group of the free group , with coefficients in arbitrary tensor products of the standard representation $H_1(F_n, \mathbb{…

math.AT2021

Representation stability for homotopy automorphisms

Erik Lindell, Bashar Saleh

We consider in parallel pointed homotopy automorphisms of iterated wedge sums of topological spaces and boundary relative homotopy automorphisms of iterated connected sums of manif…

math.GT2020★ 1 cited

Abelian Cycles in the Homology of the Torelli group

Erik Lindell

In the early 1980's, Johnson defined a homomorphism , where is the Torelli group of a closed, connected a…

math.QA2018

A(nother) model for the framed little disks operad

Erik Lindell, Thomas Willwacher

We describe new graphical models of the framed little disks operads which exhibit large symmetry dg Lie algebras.