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math.AT2026
A characterization of the spectral Lie operad
Max Blans, Gijs Heuts
In this paper we study the structure of the -category of spectral Lie algebras. We show that this -category admits an interesting symmetric monoidal structure, defi…
math.AT2026
Chromatic Euler characteristics and duality for infinite groups
Gijs Heuts, Irakli Patchkoria
We study a family of generalizations of the notion of Euler characteristic of discrete groups (or of orbifolds, depending on one's perspective) indexed on the natural numbers. For…
math.AT2026
On periodic homotopy and homology equivalences of spaces
Shaul Barkan, Gijs Heuts, Yuqing Shi
There are at least two ways to approach the homotopy theory of spaces `at chromatic height ': one may localize with respect to -homology or with respect to -periodic…