activity
20132025
most citedLie 2-algebras of vector fields

27 citations · 74 across the 23 of their papers we have counts for

collaborators

25 papers

math.AT2025

The Freed--Quinn line bundle from higher geometry

Daniel Berwick-Evans, Emily Cliff, Laura Murray

For a finite group , and level , Freed and Quinn construct a line bundle over the moduli space of -bundles on surfaces. Global sections determine the…

math.AT2024

Elliptic cohomology and quantum field theory

Daniel Berwick-Evans

This survey provides an introduction to the Stolz-Teichner program on elliptic cohomology and quantum field theory.

math.AT2024

Power operations preserve Thom classes in twisted equivariant Real K-theory

Daniel Berwick-Evans, Meng Guo

We construct power operations for twisted KR-theory of topological stacks. Standard algebraic properties of Clifford algebras imply that these power operations preserve universal T…

math.NA2023

Averaging Property of Wedge Product and Naturality in Discrete Exterior Calculus

Mark D. Schubel, Daniel Berwick-Evans, Anil N. Hirani

In exterior calculus on smooth manifolds, the exterior derivative and wedge product are natural with respect to smooth maps between manifolds, that is, these operations commute wit…

math.AT2023

The families analytic index for -dimensional Euclidean field theories

Daniel Berwick-Evans

We construct a -valued families index for a class of -dimensional Euclidean field theories. This realizes a conjectured cocycle map in the Stolz--Teichner program. W…

math.AT2023

How do field theories detect the torsion in topological modular forms?

Daniel Berwick-Evans

We construct deformation invariants of -dimensional Euclidean field theories valued in a cohomology theory approximating topological modular forms. This implies several result…