activity
20182026
most citedA spectral sequence for Dehn fillings

4 citations · 4 across the 6 of their papers we have counts for

collaborators

7 papers

math.AT2026

Disc-presheaves and normal invariants

Oliver H. Wang

In this note, we elaborate on a result of Krannich--Kupers--Mehzer on Disc-presheaves. We show that equivalences of -truncated Disc-presheaves of manifolds yields homotopy equiv…

math.DS2025

Smooth Models of Fibered Partially Hyperbolic Systems

Jonathan DeWitt, Meg Doucette, Oliver Wang

We study fibered partially hyperbolic diffeomorphisms. We show that as long as certain topological obstructions vanish and as long as homological minimum expansion dominates the di…

math.AT2025

The Rational Homotopy of Stable -Smoothings

Oliver H. Wang

Smooth structures on high dimensional manifolds are classified by maps to the infinite loop space . The homotopy groups of this space are known to be finite. Given a compact…

math.GT2025

The Whitehead group and stably trivial -smoothings

Oliver H. Wang

A closed manifold of dimension at least has only finitely many smooth structures. Moreover, smooth structures of are in bijection with smooth structures of $M\times\mat…

math.GT2023

Chern class obstructions to smooth equivariant rigidity

Oliver H. Wang

By work of Kirby-Siebenmann \cite{KirbySiebenmann} and Kervaire-Milnor \cite{KervaireMilnor}, there are only finitely many smooth manifolds homeomorphic to a given closed topologic…

math.GT2022

Torus bundles over lens spaces

Oliver H. Wang

Let be an odd prime and let be an action of on a lattice and let $Γ:=\mathbb{Z}^n\rtimes_ρ\mathbb{Z}/p…

math.GR2018★ 4 cited

A spectral sequence for Dehn fillings

Oliver H. Wang

We study how the cohomology of a type relatively hyperbolic group pair changes under Dehn fillings (i.e. quotients of group pairs). For sufficiently lo…