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Department of Pure Mathematics and Mathematical Statistics

Sadleirian Professor of Pure Mathematics

Research Interests: Algebraic and Geometric Topology, in particular: mapping class groups, moduli spaces, cobordism categories, spaces of manifolds, surgery, configuration spaces, characteristic classes, K-theory and applications of homotopy theory to geometry.

 

Publications

Infinite loop spaces and positive scalar curvature
B Botvinnik, J Ebert, O Randal-Williams
– Inventiones mathematicae
(2017)
209,
1
An upper bound for the pseudoisotopy stable range.
O Randal-Williams
– Math Ann
(2016)
368,
1081
Abelian quotients of mapping class groups of highly connected manifolds
S Galatius, O Randal-Williams
– Mathematische Annalen
(2016)
365,
857
Resolutions of moduli spaces and homological stability
O Randal-Williams
– Journal of the European Mathematical Society
(2016)
18,
1
Torelli spaces of high‐dimensional manifolds
J Ebert, O Randal-Williams
– Journal of Topology
(2014)
8,
38
Generalised Miller-Morita-Mumford classes for block bundles and topological bundles
J Ebert, O Randal-Williams
– Algebraic & Geometric Topology
(2014)
14,
1181
Stable moduli spaces of high-dimensional manifolds
S Galatius, O Randal-Williams
– Acta Mathematica
(2014)
212,
257
Homology of the moduli spaces and mapping class groups of framed, r-Spin and Pin surfaces
O Randal-Williams
– Journal of Topology
(2014)
7,
155
Group-completion', local coefficient systems and perfection
O Randal-Williams
– Quarterly Journal of Mathematics
(2013)
64,
795
Detecting and realising characteristic classes of manifold bundles
S Galatius, O Randal-Williams
– Contemporary Mathematics
(2013)
620,
99
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Research Group

Differential Geometry & Topology

Room

E2.06

Telephone

01223 764291