Christopher L. Rogers

collaborators

2 papers

math.RA2026

Lie's Third Theorem for Lie $\infty$ -Algebras

Christopher L. Rogers, Jesse Wolfson

We introduce the theory of local minimal models for Kan simplicial manifolds, which provide the appropriate generalization of minimal Kan simplicial sets to geometric contexts. We…

math.AT2025

Higher differentiation via higher formal groupoids

Christopher L. Rogers

We solve the differentiation problem for Lie $\infty$ -groups. Our approach builds on a classical version of Cartier duality which canonically identifies the Hopf algebra of point d…

Lie's Third Theorem for Lie ∞-Algebras

Higher differentiation via higher formal groupoids

Lie's Third Theorem for Lie $\infty$ -Algebras