2 citations · 2 across the 3 of their papers we have counts for
3 papers
math.CT2026
On dualizability and invertibility in the higher Morita category
Claudia Scheimbauer, Pelle Steffens, William Stewart
We prove a conjecture of Lurie characterizing -dualizability in higher Morita categories of -algebras in terms of dualizability over certain factorization homo…
math.AG2024
Representability of Elliptic Moduli Problems in Derived -Geometry
Pelle Steffens
We study moduli spaces of solutions of nonlinear Partial Differential Equations on manifolds in the framework of derived -geometry. For an arbitrary smooth stack , w…
math.AT2019★ 2 cited
On the Universal Property of Derived Manifolds
David Carchedi, Pelle Steffens
It is well known that any model for derived manifolds must form a higher category. In this paper, we propose a universal property for this higher category, classifying it up to equ…