2 citations · 3 across the 4 of their papers we have counts for
4 papers
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…
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…
Derived -Geometry I: Foundations
Pelle Steffens
This work is the first in a series laying the foundations of derived geometry in the setting, and providing tools for the construction and study of moduli spaces of so…
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…