Homotopy coherent Gysin pullbacks are built for weak Borel-Moore theories via higher deformation spaces and rigidified into a strict simplicial functor, yielding a representability theorem for Rost-Schmid complexes over general noetherian excellent bases.
Title resolution pending
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
years
2026 2representative citing papers
A complete Lean 4 formalization of multi-graded Brenner–Schröer Proj and of dilatations of rings, with public code.
citing papers explorer
-
Homotopy coherent Gysin functoriality
Homotopy coherent Gysin pullbacks are built for weak Borel-Moore theories via higher deformation spaces and rigidified into a strict simplicial functor, yielding a representability theorem for Rost-Schmid complexes over general noetherian excellent bases.
-
Formalizing multi-graded Brenner-Schr\"oer Proj schemes and dilatations of rings in Lean4
A complete Lean 4 formalization of multi-graded Brenner–Schröer Proj and of dilatations of rings, with public code.