1 citations · 2 across the 6 of their papers we have counts for
6 papers
A note on ideals in derived geometries
Zachary Gardner, Jeroen Hekking
We develop the basic theory of derived quasi-coherent ideals for stacks relative to a given derived algebraic context. We compare different notions of adic completeness with respec…
Deformation to the normal bundle and blow-ups via derived Weil restrictions
Jeroen Hekking, Adeel A. Khan, David Rydh
We develop an analogue of the deformation to the normal cone in the context of derived algebraic geometry. This provides any given morphism of derived stacks with a degeneration to…
Good Moduli Spaces in Derived Algebraic Geometry
Eric Ahlqvist, Jeroen Hekking, Michele Pernice +1
We develop a theory of good moduli spaces for derived Artin stacks, which naturally generalizes the classical theory of good moduli spaces introduced by Alper. As such, many of the…
Blow-ups and normal bundles in connective and nonconnective derived geometries
Oren Ben-Bassat, Jeroen Hekking
This work presents a generalization of derived blow-ups and of the derived deformation to the normal bundle from derived algebraic geometry to any geometric context. The latter is…
Stabilizer Reduction for Derived Stacks and Applications to Sheaf-Theoretic Invariants
Jeroen Hekking, David Rydh, Michail Savvas
We construct a canonical stabilizer reduction for any derived -algebraic stack over as a sequence of derived Kirwan blow-ups, under mild natural…
Graded algebras, projective spectra and blow-ups in derived algebraic geometry
Jeroen Hekking
We define graded, quasi-coherent -algebras over a given base derived scheme , and show that these are equivalent to derived -schemes which are a…